# Which Horse Moves Faster In M/S On A Merry-Go-Round? (Best solution)

• The merry-go-round is rotating with uniform circular motion – that means that it rotates at a constant angular speed. Since you are circling with uniform circular motion w is the same for both of you meaning that the closer you are to the centre the slower your linear speed is. Which animal has a quicker stride? Fastest land animal: Cheetah

## Which horse on merry-go-round moves faster?

The horses on the outside of the carousel have to cover more distance than the inside horses in the same amount of time. This means the horses on the outside have a faster linear speed than those at the hub.

## Do you go faster on the outside of a merry-go-round?

No, you are going faster. The merry-go-round is rotating with uniform circular motion – that means that it rotates at a constant angular speed. Since you are circling with uniform circular motion w is the same for both of you meaning that the closer you are to the centre the slower your linear speed is.

## Which has less linear speed a horse near the outside rail of a merry-go-round or a horse near the inside rail group of answer choices?

Q. Which has greater linear speed, a horse near the outside of a merry-go-round or a horse near the inside rail? Neither – they both have the same linear speed.

## Is the linear speed of a child sitting near the center of a rotating merry-go-round the same as that of another child sitting near the edge of the same merry-go-round explain?

Is the linear speed of a child sitting near the center of a rotating merry-go-round the same as that of another child sitting near the edge of the same merry-go-round? No, the child near the edge has a larger linear velocity because her radius is larger while her rotational displacement is the same as the other child.

## What is linear speed?

Linear speed is measured in distance units per unit time (e.g. feet per second). The word linear is used because straightening out the arc traveled by the object along the circle results in a line of the same length, so that the usual definition of speed as distance over time can be used.

## What is the relationship of linear speed to rotational speed?

At a distance r from the center of the rotation, a point on the object has a linear speed equal to the angular speed multiplied by the distance r. The units of linear speed are meters per second, m/s.

## How is a flywheel constructed to maximize?

Rotational speed is constant. The tangential speed on the outer edge of a rotating carousel is _______. How is a flywheel constructed to maximize its rotational inertia? The solid disk will because the mass is closer to the axis of rotation.

## Which animal has a quicker stride?

Fastest land animal: Cheetah Cheetahs’ long, flexible spines allow them to cover huge distances with each stride, and they vary their strides per second as they speed up, taking more strides per second as they run faster. At top speed, cheetahs can go 23 feet in a single stride and can complete four strides per second.

## Which moves faster on a merry-go-round a horse near the outside rail or one near the inside rail or do both have the same speed?

Which has greater linear speed, a horse near the outside rail of a merry-go-round or a horse near the inside rail? Neither – they both have te same angular speed.

## Which has the greatest angular speed?

Rotational speed is greatest at the equator. The Earth’s equatorial radius is 6,378.1 kilometers.

## Who moves faster on a merry go round a child sitting near the center or a child near the edge?

No, the child near the edge has a larger linear velocity because her radius is larger while her rotational displacement is the same as the other child. You just studied 22 terms!

## What is the equation for linear speed?

We can use calculus to prove the formula for Linear Speed, which is v=rω. Consider a body moving with a uniform velocity v in a circular path of radius r.

## What is translational speed?

The Translational Speed (or Speed) component generates a forced translational speed according to an input signal, The critical frequency (cut-off frequency) of the filter is defined by the parameter, which should be higher than the essential low frequencies in the signal.

## Which horse moves faster in m/s on a merry-go-round?

Jamarcus Gislason posed the question. 4.2 out of 5 stars (72 votes) It takes exactly the same amount of time for each horse to travel through a complete circle. The horses on the outside of the carousel must go a greater distance in the same period of time as the horses on the interior of the carousel. Therefore, horses on the outside have a quicker linear speed than horses at their respective centers.

## Is a merry-go-round faster on the outside?

No, you are moving more quickly. As it rotates, it has uniform circular motion, which implies that it rotates at a consistent angular speed throughout its rotation. Because you are circling with uniform circular motion, the value of w is the same for each of you, which means that the closer you are to the center, the slower your linear speed becomes.

## Which animal has a quicker stride?

Cheetah is the fastest terrestrial animal on the planet. Due to the length and flexibility of their spines, cheetahs are able to cover great distances with each step, and they alter the number of steps they take per second as they accelerate, taking more steps per second as they run faster. Cheetahs can cover 23 feet in a single stride and can perform four steps per second while running at peak speed.

## Which has the greater tangential and rotational speed on a merry-go-round the person near the outer rail or the one closer to the inner rail?

1 Answer from an Expert The ANGULAR speed of both objects is the same. The TANGENTIAL speed of a horse near the outer rail is greater than for a horse farther inside the rail.

## Is the lion faster than the horse on a rotating carousel?

In the middle of a revolving carousel, one youngster sits on a horse towards the outside edge, while another child sits on a lion about halfway out from the center. As a result, the child who sits at the outside border of the circle goes a greater distance in the given time than the child who sits closer to the center of the circle. As a result, the horse is far faster than the lion. There were 20 questions that were connected.

### Which has a greater linear speed a horse near the outside rail of a merry-go-round or a horse near the inside rail?

When riding a merry-go-round, which horse has faster linear speed: the horse on the outer rail, or the one riding on the inner rail? There is no difference between the two because they both have the same linear speed

### Which animal is the largest land animal?

In terms of weight and length, the Antarctic blue whale (Balaenoptera musculus ssp. Intermedia) is the largest mammal on the earth, capable of weighing up to 400,000 pounds (about 33 elephants) and growing to be 98 feet long.

### Why do you fall off a merry go round?

Generally speaking, the wider the circle in which you move, the higher the centripetal force you will experience, and vice versa. Consequently, the farther you are from the center of a merry-go–round, the more power the merry-go-round must use on you in order to keep you traveling in that circle.

### Does a merry go round have torque?

What is the source of the lack of torque on the merry go round? There is no torque since you have just stepped off the pedal. If you had jumped off, it may have made a difference – unless you had leapt off in a radial direction, in which case it would not have made a difference (this also would exert no torque). When there is no torque, there is no CHANGE in angular momentum.

### What is the motion of a child on a merry go round?

Circular motion is depicted in (iii) the motion of a youngster on a merry-go-round.

The merry-go-round rotates in a circular motion. As a result, children who are seated inside the vehicle feel circular motion.

### Who has the greatest tangential speed?

Hawaii is the state with the fastest tangential speed among the fifty states. It is the state that is the closest to the Equator, and as a result, it has the biggest radius of revolution on the planet.

### When a twirling ice skater brings her arms inward her rotational speed?

Turning inward the arms affects the moment of inertia that the system is experiencing. The system’s moment of inertia reduces as a result of this. Because angular momentum is conserved, a decrease in I implies that a decrease in should occur. When the rotating speed of the machine rises, the kinetic energy will increase as well.

### Where is linear speed greatest?

The equator has the largest linear speed(rotational, linear) variation, followed by the equator.

### Who is faster elephant or human?

In theory, adds Hirt, if the relationship between size and speed were linear, an elephant would be capable of reaching a peak speed of In actuality, they reach a maximum of approximately. The normal adult person can run at a speed of roughly 15 miles per hour, and Usain Bolt, the world’s fastest man, can reach speeds of up to 27 miles per hour.

### What is the 10 fastest animal in the world?

Here are ten of the world’s fastest animals, listed in no particular order.

1. Peregrine Falcon, White Throated Needletail, Frigate Bird, Spur-Winged Goose, Cheetah, Sail Fish, Pronghorn Antelope, Marlin, and many more species are represented.

### What is the fastest thing in the universe?

Laser beams move at the speed of light, which is more than 670 million miles per hour, making them the fastest thing in the universe, according to some estimates.

### What is the slowest creature?

The Three-toed Sloth is the world’s slowest mammal, with a walking speed of only three steps per second. Three-toed sloths are among the world’s slowest and most sluggish species, and they have a reputation for being lazy. Instead of adapting to consume more calories, they evolved to perform fewer tasks.

### Which is fastest animal on earth?

Cheetahs are the fastest land animals on the planet.

• Cheetahs are the fastest terrestrial animals on the planet, capable of reaching speeds of up to 70 miles per hour. Shortly said, cheetahs are created for speed and elegance, as well as hunting

### Who runs faster tiger or deer?

Rabbits are capable of reaching speeds of up to 70 kmph, which is roughly 44 mph in the real world. A 175.3 kg tiger is chasing after a deer at a speed of 24.59 m/s, according to the report.

### What does rotational inertia depend on?

The rotational inertia (I) of an item is determined by the mass of the object, the form of the object, and the manner in which the mass is distributed.

### Which has more rotational inertia a girl running?

When comparing the rotational inertia of a bicycle wheel to a solid disk of the same mass and diameter, the wheel has the advantage. The rotational inertia of a female running with her legs bent vs the same girl jogging with her legs straight is greater in the former. having legs that are straight

### Who has the greater angular velocity?

The larger the rotation angle achieved in a particular period of time, the greater the angular velocity achieved. The angular velocity may be thought of as the linear velocity v. Two distinct formulas may be used to express the connection between linear velocity and angular velocity: v=r and =v/r, respectively.

## qset6

1. On a merry-go-round, the horses with the quickest linear speed are assigned a specific location. In the vicinity of the center. b.Close to the exterior. Because they all travel at the same speed, they may be found almost anywhere. Figure 8.2 on page 126 of the book illustrates the reasoning. The greatest point of a golf ball’s trajectory is reached when the ball’s velocitya. is reduced to zerob. is increased to its maximumc. is directed in the vertical directiond. is directed in the horizontal direction Reasoning: See page 181 of the book for more information.

1. Which of the following goes faster on a merry-go-round in terms of meters per second: a horse on the inside or a horse on the outside near the outside rail?
2. The inside of the horseb.
3. Both are moving at the same pace (measured in meters per second).
4. 4.
5. Doubleb.
6. Maintain the status quo.
7. Assume that the circumference of a bicycle wheel is 2 meters in size.

1 m/sb.

3 millimeters per second.

Theorem: Speed equals distance divided by time.

As a result, the speed is 2 meters per second.

The closest to the rimb.

As though it were a disk, uniformly spread out.

A coin and a ring both slide down an incline at the same time, starting at the top of the hill.

Ringb.

Both of them make it to the bottom at the same moment.

As a result, it accelerates at a slower rate than the coin.

8.

Straighta.

Figure 8.12 on page 129 illustrates the reasoning.

When a torque is applied to an item, it has the tendency to create.

Rotationc.

Velocityd.

If you throw a baseball bat into the air, it will bounce around.

The heart of the massc.

The pointa is where the center of mass of the human body is positioned.

Generally speaking, this is located just behind the belly button.

None of these are true.

A person’s weight is less near the equator than it is at the poles.

The rotation of the Earthb.

The expansion of matter was accompanied by an increase in temperature near the equator.

Action and response are governed by law.

Consider a rotating donut-shaped space habitat in which the living quarters are located on the interior surface that is the furthest away from the axis of rotation.

Increasesb.

Everything remains the same.

14.

Is held to a high standard.

Is small, yet he weighs a lot 15.

Handlebars that are very wide.

The color is yellow.

The reasoning is as follows: a wider handle provides a bigger lever arm, which in turn produces a greater torque to twist the screw.

A automobile moves in a circle at a steady speed in one direction.

Aiming ahead and in the direction of travel Oriented in the direction of the center of the curvec Because the automobile is not accelerating, the value is zero.

Check out the computer lesson for more information on the circular motion of an automobile around a racing course.

A ring and a disk, which are originally at rest, begin to roll down a slope in tandem.

Is represented by the ringb.

It is dependent on the general public.

Both of them make it to the bottom at the same moment.

a.By using waterb.

Both of them are the same.

An object travels through space on a parabolic trajectory (19).

Neither (a) nor (b)d.

neither (a) nor (b)d (b) Reasoning: See page 181 of the book for more information.

The acceleration remains the same during the whole maximum height.

To do this, he should toss the disk at an angle of projection that is equal to, but not greater than (neglecting airresistance) ninety degrees, forty-five degrees, zero degrees, and more than forty-five degrees, but less than ninety-five degrees In the case of a golf ball that is launched at an angle of 15 degrees, it has a range of 100 yards.

• Assume that the starting speed is the same.
• 75o b.
• 0o d.
• 75o b.
• 0o d.
• 45o b.
• 0o Reasoning: See page 182, figure 10.9, of the book for further information.

At the same moment, another ball is thrown from the same height as the first one.

(Ignore the effect of air resistance.) It is dependent on the weight differential between the two balls whether the shot ball or the dropped ball is dropped first or both at the same time.

Its accelerationa.

starts growing c.

remains constant when it reaches its maximum height.

In a tangent line of 8000 meters, the bullet falls 5 meters every second.

It will evade the gravitational pull of the earthc because the gravitational field of the earth will push the projectile away from the earthd.

The author has explored this on pages 189 and 194 of the text, and his reasoning is as follows: 25) A lady bug is positioned midway between the axis and the edge of a phonographrecord’s surface.

What will happen to the tangential speed of the bug if the RPM speed is increased by twofold? The tangential speed will stay unchanged in both cases.b. The tangential speed is reduced by halfc. The tangential speed is increased by twofoldd. The tagential speed has quadrupled in this case.

## chapter 8 physics Flashcards

 Term horses that move with the fastest linear speed on a merry go round are located where? Definition Term your pet hamster sits on a record player whose angular speed is constant. if he moves to a point twice as far from the center, then his linear speed.? Definition Term which moves faster in m/s on a merry go round; a horse on the inside or horse on the outside? Definition Term if a turntable’s rotational speed is doubled, then the linear speed of a pet hamster sitting on the edge of the record will.? Definition Term an industrial flywheel has a greater rotational inertia when most of its mass is. Definition Term a coin and a ring roll down an incline starting at the same time. the one to reach the bottom first will be the Definition Term a torque acting on an object tends to produce.? Definition Term on a balanced seesaw, a boy three times as heavy as his partner sits.? Definition 1/3 the distance from the fulcrum Term put a pipe over the end of a wrench when trying to turn a stubborn nut on a bolt, to effectively make the wrench handle twice as long, youll multiply the torque by.? Definition Term toss a baseball bat into the air and it wobbles about its Definition Term the long, heavy tail of a spider monkey enables the monkey to easily vary its.? Definition Term the center of mass of a human body is located at a point.? Definition that changes as a person bends over. Term the famous leaning tower of pisa doesnt topple over because its center of gravity is.? Definition Term the chef at the infamous fattening tower of pizza tosses a spinning disk of uncooked pizza dough into the air. the disk’s diameter increases during the flight, while its rotational speed.? Definition Term centrifugal forces are an apparent reality to observers in a reference frame that is.? Definition Term when a twirling ice skater brings her arm inward, her rotational speed.? Definition Term consider a rotating donut-shaped space habitat where living quarters are on the inside surface farthest from the axis. if the rotational speed of the habitat increases, the apparent weight of people inside.? Definition Term if the earth had two identical moons in one circular orbit, an the moons were as far apart in that orbit as they could be, the center of gravity of the erth-moons sytem would be.? Definition outside the earth, but within the orbital path of moons Term when doing somersaults, youll more easily rotate when your body is. Definition Term to turn a stubborn screw, it is best to use a screwdriver that has a.? Definition Term two people are balanced on a seesaw. if one person leans toward the center of the seesaw, that persons end of the seesaw will.? Definition Term to kick a football si it wont topple end over end, kick it so the force of impact extends. Definition through its center of gravity Term a car travels in a circle with constant speed the net force on the car is.? Definition directed toward the center of the curve Term a huge rotating cloud of particles in space gravitate together to form an increasingly dense ball. as it shrinks n size, the cloud. Definition Term if the polar icecaps melted, the resulting water would spread over the entire earth, this new mass distribution would tend to make the length of a day. Definition Term suppose you are at the center of a large freely-rotating horizontal turntable in a carnival funhouse. as you crawl toward the edge, the angular momentum of you and the turntable.? Definition remains the same but the RMP’sdecrease. Term stand a meterstick on its end and let go and it rotates to the floor. if you attack a heavy weight to its upper end and repeat, falling time ill be.? Definition

## Studypool Homework Help – Chapter 8

2014-2015 Pearson Education, Inc. Conceptual Physics, 12e (Hewitt), Chapter 8 Rotational Motion 1Copyright 2015 Pearson Education, Inc. 8.1 Questions with Multiple Choice Answers 1) On a merry-go-round, the horses with the fastest linear speed are locatedA) towards the center of the ride. B) on the outskirts of the building. As long as they all travel at the same pace, C) may be found wherever. BDiff: 1 is the answer. Circular Motion is the subject of this article. 2) On a merry-go-round, which horse is quicker in terms of meters per second (m/s)?

1. BDiff: 1 is the answer.
2. 3) If the rotating speed of a turntable is doubled, the linear speed of a pet hamster perched on the edge of a record will A) double as well.
3. C) the situation remains unchanged.
5. If the hamster goes to a place that is twice as far away from the center as it originally was, its linear speedA) doubles as well.
6. Circular Motion is the subject of this question.
7. In order to do this, a wheel that rides on the outer track must somehowA) roll slower than a wheel that travels on the inner track.
8. Rolling faster than the wheel on the inner track is option C.

## Free Physics Flashcards about Physics Study Guide

ur pet hamster sits on a record player whose angular speed is constant. if he moves to a point twice as far from the center then his linear speed. doubles
since each rolling wheel of a railroad train is tapered, the narrow part of the wheel has a tangential speed that is smaller than that of the wide part
when a train makes a curve, different parts of the wheel rims cover a different distance in the same time
which moves faster inm/s on a merry-go-round: a horse on the inside or a horse on the outside near the outer rail? outside horse
a coin and a ring roll down an incline starting at the same time. The one to reach the bottom first will be the coin
a torque acting on an object tends to produce rotation
on a balanced seesaw, a boy three times as heavy as his partner sits 1/3 the distance from the fulcrum
the long, heavy tail of a spider monkey enables the monkey to easily vary its center of gravity
the chef at the infamous fattening tower of pizza tosses a spinning disk of uncooked pizza dough into the air the disks diameter increases during the flight, while its rational speed decreases
a baseball bat is balanced on a fulcrum. the center of gravity of the bat is located above the fulcrum
when doing somersaults, you’ll more easily rotate when your body is balled up
for a system in mechanical equilibrium the resultant forces and torques must both be 0
2 people are balanced on a seesaw. if 1 person leans toward the center of the seesaw, that person’s end of the seesaw will rise
a 1kg rock is suspended from the tip of a meter stick at the 0cm mark so that the meter stick balances like a seesaw when the fulcrum is at the 25cm mark. from this information, what is the mass of the meter stick? 1kg
a ball rolls down a hill mainly because of an unbalanced torque
to kick a football so it won’t topple end over end, kick it so the force of impact extends through its center of gravity
stand a meterstick on its end and let go and it rotates to the floor. if you attach a heavy weight to its upper end and repeat, falling time will be more
a ring, a disk, and a solid sphere begin rolling down a hill together. the one to reach the bottom first is the sphere
suppose you’re on a ferris wheel at a carnival, seated 10 m from the ferris wheel’s axis. if you make a complete rotation each minute, your linear speed is 62.8 m/min
neglecting air resistance, which will roll from rest to the bottom of an incline first, an empty jar, or the same jar filled with peanut butter? the filled jar
according to newton, the greater the masses of interacting objects, the greater the gravitational force between them
according to newton, doubling the distance between 2 interacting objects divides by 4 the gravitational force between them
what is the force of gravity of a 500-newton woman on earth 500 N
if the mass of the earth somehow increases with no change in radius, your weight would increase also
a black hole is simply the remains of a giant star that has undergone gravitational collapse
consider 2 planets in space that gravitationally none of the options
if the radius of the earth somehow decreased with no change in mass, your weight would increase
if the sun were twice as massive its pull on the earth would double, the pull of the earth on the sun would double
a very massive object Aa less massive object B move toward each other under the influence of gravitation. which force, if either, is greater? the force on a and b are the same
2 objects move toward each other because of gravity. as the objects get closer, the acceleration of each increases
the force of gravity acts on all apples on an apple tree. some apples are twice as far from the ground as others. these twice as high apples, for the same mass, have practically the same weight
if you drop a stone into a hole drilled all the way to the other side of the earth the stone will speed up until it gets to the center of the earth
the factor most directly responsible for making a black hole invisible is its surface escape velocity
if the sun collapsed to a black hole, the earth’s gravitational attraction to it would be the same
the earth is currently accelerating toward the sun (centripetal acceleration) if the sun collapsed into the black hole, this acceleration would stay the same
each of us weighs a tiny bit less inside the ground floor of a skyscraper than we do on the ground away from the skyscraper. the reason for this is the mass of the building attracts us upward slightly
which pulls on the oceans of the earth with greater force the sun
which is most responsible for the ocean tides the moon
the main reason ocean tides exist is that the pull of the moon is greater on oceans closer to the moon and less on oceans farther from the moon
which produces a greater tidal effect in your body, the moon or a 1kg melon held above your head the melon

## Lecture 19

• The relationship between linear and angular values is illustrated in demonstrationappletExample1 and kinematicsExample2.

Walker4eReading practice test Two children are riding on a merry-go-round, with kid 1 being farther away from the axis of rotation than child 2 (see illustration). It is the angular speed of kid 2 that is larger than B, less than C, or the same as A. 10:17 j6 answersj6 A disc rotates at a rate of 1200 revolutions per minute around its central axis. What is the linear speed of a point that is 3.0 cm from the center of the circle? Speeds: A. 60 cm/sB. 3.77 m/sC. 10.5 m/sD. 23.2 m/sCriticism: Answersj6 10.6 out of 10 When a centrifuge is unexpectedly shut off, it continues to revolve at 3600 revolutions per minute, whirling 50 times before coming to a stop.

• Kid 1’s linear speed, on the other hand, is faster than the linear speed of child 2.

## Do you go faster on the outside of a merry-go-round? – TheKnowledgeBurrow.com

When two people rotate around each other, the one on the outside travels a greater distance in the same period of time as the person on the inside.

This indicates that it is moving at a quicker rate.

## Which is moving faster in m/s in a merry-go-round a horse inside or a horse outside near the outer rail?

Gravity Experiment with Rotational Motion

when a train makes a curve, different parts of the wheel rims cover a different distance in the same time
which moves faster in m/s on a merry-go-round: a horse on the inside or a horse on the outside near the outer rail? outside horse

## Which horse on a merry-go-round has the greater rotational speed?

The ANGULAR speed of both objects is the same. It is faster for a horse at the outer rail while it is moving in a TANGENTIAL direction.

## Why do you fall off a merry-go-round?

Generally speaking, the wider the circle in which you move, the higher the centripetal force you will experience, and vice versa. Consequently, the farther you are from the center of a merry-go–round, the more power the merry-go-round must use on you in order to keep you traveling in that circle.

## What is the motion of a child on a merry-go-round?

In a merry-go-round, the motion of a youngster is characterized by circular motion. The merry-go-round rotates in a circular motion. As a result, children who are seated inside the vehicle feel circular motion.

## Where is the center of gravity of the broom that Dr Hewitt holds up?

What is the location of the center of gravity of the broom that Dr. Hewitt is waving? The shorter side of the broom, which contains the bristles, is heavier than the longer side, which contains the handle.

## Where does a ladybug sitting on a rotating record?

The highest linear speed of a ladybug resting on a revolving record is found on the outside or outside rim of the record, which is the outer edge of the record. The ladybug’s reasonable speed remains constant regardless of where the ladybug appears on the track record. It is possible that she may have no linear speed, but she will have rotating speed.

## Which has greater linear speed a horse near the outside real of a merry-go-round or a horse near the inside real?

In a merry-go-round, which horse is closer to the outer rail and which horse is closer to the inner rail has faster linear speed? The horse on the outside. Angular speed is determined by the location of the horse on the merry-go-round. A horse near the outer rail has a larger angular speed than a horse near the inner rail. Neither of them—they both have the same angular velocity.

## What happens when you spin a Merry Go Round?

In a merry-go-round, which horse is closer to the outer rail or which horse is closer to the inner rail has faster linear speed? It’s a horse from outside. Angular speed is determined by the location of the horse on the merry-go-round. Is it faster for a horse near the outer rail or faster for a horse near the interior rail? There is no difference between the two because they both have the same angular speed.

## Why does the outside of a circle move faster than the inside?

I know it sounds strange, but while riding a merry-go-round, it occurred to me that the circumference of a circle is larger on the outside than it is on the inside. Therefore, the edge of the merry-go-round would have to be moving faster than the center of the merry-go-round because it has a greater distance to travel than the center.

## Is the top of the wheel moving at the same speed as the car?

The top of the wheel, on the other hand, is traveling forward at a rate twice as fast as your automobile. In the same way that your automobile travels, the center moves as well. However, it is a single thing that remains intact. Take a few deep breaths and chew on it! Create a new account in our community to get started. It’s a piece of cake! Already have a login and password? Please log in here.

## Is the bottom of a spinning circle moving?

At any given time, the bottom of the wheel is completely still and immobile. It has a firm hold on the road, which is completely immobile. The top of the wheel, on the other hand, is traveling forward at a rate twice as fast as your automobile.

In the same way that your automobile travels, the center moves as well. However, it is a single thing that remains intact. Take a few deep breaths and chew on it! Create a new account in our community to get started.

## 11/03 1. Which moves faster on a merry-go-round, a horse near the outside rail or one near the inside rail? 2. If the hamster stops running does it rotate. – ppt download

111/03 A horse near the outside rail goes quicker than a horse near the inner rail when riding a merry-go-round, according to the following question: 1. 2. When the hamster comes to a complete halt, does it rotate or does it revolve? 2Complete the reading procedure. 1. FIRST AND FOREMOST READ (Key IdeasDetails) 1. FIRST READ (KEY IDEAS AND DETAILS) – read text – think-pair-share to ensure comprehension Second Reading (CraftStructure) Number the paragraphs in your draft. Highlight important words, emphasize important points, and use question marks and exclamation points.

1. Hold discussions in small and large groups.
2. Use pencils to make notes on the text; look for passages that will help you cite sources (text-based evidence); and discuss in small and large groups.
3. 5.1 and 5.24Centripetal force is the force that maintains an item moving in a circular pattern.
4. It completes one complete rotation around the sun every 365 14 days.
5. 10.1 Rotation and Revolution of the Earth 67Uniform Circular Motion is a type of circular motion.
6. In a circular path, the object moves at a constant (uniform) speed around the circumference, which equals the distance around the circle (C = 2r).
7. rotational speed (in rpm) 10.2 The distance traveled in one unit of time is referred to as linear speed.

The larger the distance between the axis and the object, the greater the tangential speed.

The relationship between tangential speed and rotational speed is well established.

rotational speed = tangential velocity multiplied by the radial distance Vt = r * w = Vt = r * w rotational speed (in rpm) 10.2 10 It may be represented by the symbol, where v denotes tangential speed and r denotes rotating speed (pronounced oh MAY guh).

You will also travel more quickly if you are located further away from the axis (bigger r).

Identify v v = 3.77 m/s 1.2 m 1.2 m T=2s12Uniform Circular Motion is defined as Speed is constant; but, velocity is not constant; hence, velocity is always changing; this acceleration is referred to as “centripetal” acceleration.

 The 14th centripetal acceleration (Centripetal Acceleration) Draw the two velocity vectors in such a way that their tails are the same length.

Draw the triangle formed by the change in position, and you will obtain the triangle in (b)15Centripetal Acceleration.

16 Centripetal Acceleration17 is a term used to describe the acceleration of a centripetal force.

A c = V 2 / r centripetal acceleration F c = m (v 2 / r) centripetal acceleration centripetal force is a force that rotates around a point.

20 Centripetal acceleration is defined as acceleration toward the center.

2111/4 1.

What is her centripetal acceleration if she is 3 meters away from the center of the merry go round and her tangential velocity is 2 meters per second?

Which direction of acceleration does a can experience when twirled in a circular motion?

In the spinning stopper, what are the variables that can be altered?

23 Acceleration due to centripetal force if the object suddenly breaks away from circular motion and travels in line tangent to the circle at any given moment –v is pointing tangent to the circle –a c is pointing towards the center of the circle at any given moment 24 Centripetal Forces and their Calculation Centripetal force increases in proportion to the increase in speed and mass.

When m is expressed in kilograms, v is expressed in meters per second, and r is expressed in meters, the centripetal force, F c, is measured in newtons.

 What happens to the period (time to complete a rotation) as your radius decreases?

26 Spinning stopper lab write up  Claim – how where you able to suspend the stopper (2 forces) (2 forces)  Evidence – calulations, data table, observations  Reasoning – discuss centripetal force, what was acting on the small mass to keep it orbiting?

2711/6  How many cm long is your pinky?

Due today – circular motion write up 28  See metric mania  Untitled – ne – measurement 29  myth busters full episodes circular motion AAA kDs list=PL78DB5CFC40BE2225kDs list=PL78DB5CFC40BE2225kDs list=PL78DB5CFC40BE2225 U can you do a 360 degree swing?

Each car can handle up to 1 g.

Do either of the cars make the curve?

  1   2   3   4  34   A tin can spun around on the end of a string moves in circle because   a.

the can continually pulls on the string   c.

the string continually pulls inward on the can35 Consider the following scenario: a 30kg toddler is riding a merry go round.

The following are the wind speeds: 1.25m/s, 1.25m/s, 3.12m/s, 281m/s, 1.25m/s, 1.25m/s, 1.25m/s, and 1.25m/s, respectively.

What is more important: mass, size, or distance from the sun?

Was there a difference in period if the moon was further away from the earth?

14.2 Orbits in a Circular Pattern39 A straightforward way of generating an ellipse is demonstrated here.

In an elliptical orbit, the satellite’s speed changes.

It slows down as a result of the gravitational force.

14.3 Elliptical Orbits per Minute 41A satellite is in an elliptical orbit as it travels through space.

14.3 Elliptical Orbits42A spacecraft travels on an elliptical orbit as it passes through space.

b.When it reaches its maximum separation from the Earth, it begins to return.

When the satellite travels faster than 8 kilometers per second, it overshoots a circle.

c.The cycle continues indefinitely.

a.When traveling at relatively moderate speeds, the center of the Earth is the far point of focus.

a.When traveling at relatively moderate speeds, the center of the Earth is the far point of focus.

A satellite in circular orbit has no force acting in the direction of motion.

14.4 The Conservation of Energy and the Motion of Satellites 47 think!

Is it possible to determine which of the places A through D has the fastest satellite speed?

During the turn around A, the satellite travels at its fastest speed.

Beyond C, it accelerates as it falls back to A, where it will continue the cycle.

Is it possible to determine which of the places A through D has the fastest satellite speed?

14.3 Elliptical Orbits per Minute 49 What is the shape of a satellite’s route as it travels around the Earth in an orbit?

Total energy is equal to the sum of kinetic energy and potential energy.

51 It is largest when the satellite is at apogee and least when the satellite is at perigee, according to the PE equation.

Throughout the orbit, the total of the KE and PE remains constant at every point in time.

This means that the speed, and hence the KE, cannot be changed.

14.4 The Conservation of Energy and the Motion of Satellites 54 Consider the question from the clicker.

When the satellite is in position A through D, which of these locations has the highest KE?

Who has the most overall energy?

Using the drawing, the orbital path of a satellite may be seen.

What is the most PE?

Answer: The KE is greatest at A; the PE is greatest at C; and the total energy is the same wherever you go in the orbital plane.

Draw a satellite in circular motion and another in an elliptical orbit.

2.

4/1657 It is defined as an oval in which the total of all distances from all foci to any point remains constant.

L is the length of the main axis.

594/16 In which of the following orbits has a bigger eccentricity (purple or blue): 1.

Is there any potential energy?

Orbital stopper laboratory is on the schedule.

Why do satellites need to be so far above the Earth’s surface in order to maintain their orbit?

Tomorrow: Dates for the quiz and notebook check are from 4/7611.

If the curve it follows a.matches the curvature of the planet Earth, it will be considered an Earth satellite.

c.continues to spiral forever d.is within 150 kilometers of the surface of the Earth.

If the curve it follows a.matches the curvature of the planet Earth, it will be considered an Earth satellite.

c.continues to spiral forever d.is within 150 kilometers of the surface of the Earth.

Questions for Discussion632.When a satellite travels at a constant speed, the shape of the satellite is a(n) a circle.

b.ellipse.

a(n) A.circle is the form of a satellite when it moves at a constant speed, according to the assessment questions642.

b.ellipse.

A is the correct response.

When it is moving away from the Earth, it is at its quickest.

D.at the same pace over the whole orbital period.

When it is moving away from the Earth, it is at its quickest.

D.at the same pace over the whole orbital period.

c.away from the planet Earth.

Assessment Questions684.

b.only in an elliptical orbit at this time.

d.in the direction of the Earth.

c.the majority of the time, straight lines; d.spirals Assessment Questions705.Kepler is recognized with being the first to discover that the trajectories of planets around the sun are made up of a.circles.

c.the majority of the time, straight lines; d.spirals 7172php?topic=97314.6 Escape Speed74 B Assessment Questions7172php?topic=97314.6 Pioneer 10, which was launched from Earth in 1972 and made its way out of the solar system in 1984, is currently roaming around in interstellar space.

 What is it about Mercury that makes it the fastest-moving planet?

Design an ellipse-shaped diagram of kinetic and potential energy for a planet traveling at a constant speed.

Notebook check from 4/7 due today What is the effect of the distance between the two foci on the eccentricity of an ellipse’s shape?

Which planet was the most difficult to complete, and why? A satellite in an elliptical orbit experiences no change in its orbital parameters. 77What if we were to lose sight of the moon? Qim-Y hp?topic=9 hp?topic=9