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UCM, Gravitation, and Satellite Motion ReTest

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Last updated about 3 hours ago
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Question 1
1.

Captain Kirk has a mass of 65 kg on the earth. What is Captain Kirk’s mass on the moon where the force of gravity is approximately 1/6-th that of Earth's? (Mass of Earth= 5.97E24 Kg, Radius of Earth= 6371 Km)

Question 2
2.

Captain Kirk has a mass of 65 kg on the earth. What is Captain Kirk’s weight on the moon where the force of gravity is approximately 1/6-th that of Earth's? (Mass of Earth= 5.97E24 Kg, Radius of Earth= 6371 Km)

Question 3
3.

A spacecraft orbits the earth at an orbital radius of 1500km above the surface. What would be the new force of gravity between the earth and the spacecraft be if the orbital radius was reduced by ¼?

Question 4
4.

A spacecraft orbits the Earth at a distance of 1500km above the surface. If the same spacecraft later orbited Jupiter, what would be the new force of gravity between Jupiter and the spacecraft be if the mass of Jupiter is 400 times the mass of Earth?

Question 5
5.

A formula one car is going around a curved turn on a flat race track. Which of the following is the net force acting on the car?

Question 6
6.

A student is twirling a ball at the end of a rope in a horizontal circle over their head. If they wanted to alter the centripetal acceleration, which of the following would be the most effective to change?

Question 7
7.

If an object is moving with uniform circular motion which of the following is constant about its motion? (circle all that apply)

Question 8
8.

A roller skater takes a turn around a roller skating rink. What would the centripetal force become if the roller skater takes that same turn with six times the tangential speed?

Question 9
9.

How would the orbital velocities compare between two spacecraft when one is 5 times the mass of the other?

Question 10
10.

How would the accelerations due to gravity on a spacecraft compare between when it was orbiting Earth and when it was orbiting a planet with 20 times the mass of Earth?

Question 11
11.

A 5000 kg car is driving around a flat curve of radius 10.0 m. The car is traveling at 65 m/s. What is the coefficient of friction between the car and the pavement?

Draw the Free Body Diagram for the situation.

Question 12
12.

A 5000 kg car is driving around a flat curve of radius 10.0 m. The car is traveling at 65 m/s. What is the coefficient of friction between the car and the pavement?

Which is the Fnet equation in the y-direction?

Question 13
13.

A 5000 kg car is driving around a flat curve of radius 10.0 m. The car is traveling at 65 m/s. What is the coefficient of friction between the car and the pavement?

Which is the Fnet equation that shows the relationship between the normal force and gravity?

Question 14
14.

A 5000 kg car is driving around a flat curve of radius 10.0 m. The car is traveling at 65 m/s. What is the coefficient of friction between the car and the pavement?

Which is the Fnet equation for the x-direction?

Question 15
15.

A 5000 kg car is driving around a flat curve of radius 10.0 m. The car is traveling at 65 m/s. What is the coefficient of friction between the car and the pavement?

Which is the equation to find the coefficient of friction between the car and the pavement?

Question 16
16.

A 5000 kg car is driving around a flat curve of radius 10.0 m. The car is traveling at 65 m/s. What is the coefficient of friction between the car and the pavement?

Find the coefficient of friction between the car and the pavement. (nearest hundreth)

Question 17
17.

Mr. Dewey whirls a bucket of mass 10.8 kg in a vertical circle on the end of a string 11.6 m long. At the lowest point of the circle, the velocity of the stone is 64 m/s.
a. What is the Tension in the string at the lowest point in the circle?

Draw the Free Body Diagram for the situation.

Question 18
18.

Mr. Dewey whirls a bucket of mass 10.8 kg in a vertical circle on the end of a string 11.6 m long. At the lowest point of the circle, the velocity of the stone is 64 m/s.
a. What is the Tension in the string at the lowest point in the circle?

Which is the Fnet equation for the y-direction?

Question 19
19.

Mr. Dewey whirls a bucket of mass 10.8 kg in a vertical circle on the end of a string 11.6 m long. At the lowest point of the circle, the velocity of the stone is 64 m/s.
a. What is the Tension in the string at the lowest point in the circle?

Which is the equation to find the Tension in the string at the lowest point in the circle?

Question 20
20.

Mr. Dewey whirls a bucket of mass 10.8 kg in a vertical circle on the end of a string 11.6 m long. At the lowest point of the circle, the velocity of the stone is 64 m/s.
a. What is the Tension in the string at the lowest point in the circle?

Find the Tension in the string at the lowest point in the circle. (nearest hundreth)

Question 21
21.

Mr. Dewey whirls a bucket of mass 10.8 kg in a vertical circle on the end of a string 11.6 m long. At the lowest point of the circle, the velocity of the stone is 64 m/s.
b. What is the minimum speed Mr. Dewey can whirl the bucket to prevent the string from going limp at the top of the circle?

Draw the Free Body Diagram for the situation.

Question 22
22.

Mr. Dewey whirls a bucket of mass 10.8 kg in a vertical circle on the end of a string 11.6 m long. At the lowest point of the circle, the velocity of the stone is 64 m/s.
b. What is the minimum speed Mr. Dewey can whirl the bucket to prevent the string from going limp at the top of the circle?

Which is the Fnet equation for the y-direction?

Question 23
23.

Mr. Dewey whirls a bucket of mass 10.8 kg in a vertical circle on the end of a string 11.6 m long. At the lowest point of the circle, the velocity of the stone is 64 m/s.
b. What is the minimum speed Mr. Dewey can whirl the bucket to prevent the string from going limp at the top of the circle?

Which is the equation to find the minimum speed Mr. Dewey can whirl the bucket to prevent the string from going limp at the top of the circle?

Question 24
24.

Mr. Dewey whirls a bucket of mass 10.8 kg in a vertical circle on the end of a string 11.6 m long. At the lowest point of the circle, the velocity of the stone is 64 m/s.
b. What is the minimum speed Mr. Dewey can whirl the bucket to prevent the string from going limp at the top of the circle?

Find the minimum speed Mr. Dewey can whirl the bucket to prevent the string from going limp at the top of the circle. (nearest hundreth)

Question 25
25.

Mr. Kehr took his best behaved class on a trip to Mars. While still on the spacecraft his class was orbiting Mars at an altitude of 1500 km. The mass of Mars is 6.39 x 1023 kg and its radius is 3.396 x 106 m.
What is the orbital velocity of the spacecraft?

Draw the Free Body Diagram for the situation.

Question 26
26.

Mr. Kehr took his best behaved class on a trip to Mars. While still on the spacecraft his class was orbiting Mars at an altitude of 1500 km. The mass of Mars is 6.39 x 1023 kg and its radius is 3.396 x 106 m.
What is the orbital velocity of the spacecraft?

Which is the Fnet equation for the y-direction?

Question 27
27.

Mr. Kehr took his best behaved class on a trip to Mars. While still on the spacecraft his class was orbiting Mars at an altitude of 1500 km. The mass of Mars is 6.39 x 1023 kg and its radius is 3.396 x 106 m.
What is the orbital velocity of the spacecraft?

Which is the equation for finding the orbital velocity of the spacecraft?

Question 28
28.

Mr. Kehr took his best behaved class on a trip to Mars. While still on the spacecraft his class was orbiting Mars at an altitude of 1500 km. The mass of Mars is 6.39 x 1023 kg and its radius is 3.396 x 106 m.
What is the orbital velocity of the spacecraft?

Find the orbital velocity of the spacecraft. (nearest hundreth)

Question 29
29.

Mr. Kehr took his best behaved class on a trip to Mars. While still on the spacecraft his class was orbiting Mars at an altitude of 1500 km. The mass of Mars is 6.39 x 1023 kg and its radius is 3.396 x 106 m.
What is the acceleration due to gravity Mr. Kehr’s class would experience on the spacecraft in orbit around Mars?

Draw the Free Body Diagram for the situation.

Question 30
30.

Mr. Kehr took his best behaved class on a trip to Mars. While still on the spacecraft his class was orbiting Mars at an altitude of 1500 km. The mass of Mars is 6.39 x 1023 kg and its radius is 3.396 x 106 m.
What is the acceleration due to gravity Mr. Kehr’s class would experience on the spacecraft in orbit around Mars?

Which is the Fnet equation for the y-direction?

Question 31
31.

Mr. Kehr took his best behaved class on a trip to Mars. While still on the spacecraft his class was orbiting Mars at an altitude of 1500 km. The mass of Mars is 6.39 x 1023 kg and its radius is 3.396 x 106 m.
What is the acceleration due to gravity Mr. Kehr’s class would experience on the spacecraft in orbit around Mars?

Which is the equation for finding the acceleration due to gravity Mr. Kehr’s class would experience on the spacecraft in orbit around Mars?

Question 32
32.

Mr. Kehr took his best behaved class on a trip to Mars. While still on the spacecraft his class was orbiting Mars at an altitude of 1500 km. The mass of Mars is 6.39 x 1023 kg and its radius is 3.396 x 106 m.
What is the acceleration due to gravity Mr. Kehr’s class would experience on the spacecraft in orbit around Mars?

Which is the equation for finding the acceleration due to gravity Mr. Kehr’s class would experience on the spacecraft in orbit around Mars?