Question #1: Determine the force of gravity that the Sun exerts on Pluto. Refer to the data provided in the table at the

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Question #1: Determine the force of gravity that the Sun exerts on Pluto. Refer to the data provided in the table at the

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Question 1 Determine The Force Of Gravity That The Sun Exerts On Pluto Refer To The Data Provided In The Table At The 1
Question 1 Determine The Force Of Gravity That The Sun Exerts On Pluto Refer To The Data Provided In The Table At The 1 (44.3 KiB) Viewed 41 times
Question 1 Determine The Force Of Gravity That The Sun Exerts On Pluto Refer To The Data Provided In The Table At The 2
Question 1 Determine The Force Of Gravity That The Sun Exerts On Pluto Refer To The Data Provided In The Table At The 2 (42.06 KiB) Viewed 41 times
Question 1 Determine The Force Of Gravity That The Sun Exerts On Pluto Refer To The Data Provided In The Table At The 3
Question 1 Determine The Force Of Gravity That The Sun Exerts On Pluto Refer To The Data Provided In The Table At The 3 (65.26 KiB) Viewed 41 times
Question #1: Determine the force of gravity that the Sun exerts on Pluto. Refer to the data provided in the table at the end of the test document, Question #2 Determine the height above the Mars' surface where the gravitational field strength is 5.00N/kg. Question #3 What speed will a satellite need in order to orbit the moon (Earth's moon) with a perfectly circular orbit, 3.85km above its surface (ignore the effect of gravity from Earth and the Sun to answer this question)
Question #5: Find the gravitational field at the location midway between object 1 and object 2 in the following diagram, given that mass 1 is 285kg, mass 2 is 705kg, and the distance between the objects is 3.85m. 1 2 Question #6 Find the net force on object 3 in the following diagram. Mass 1 = 418kg, mass 2 - 316kg, mass 3 - 118kg. The distance between the centres of mass 1 and mass 2 is 0.65m. The distance between the centres of mass 2 and mass 3 is 0.35m. 1 N
Question #7 A spaceship lands on the surface of the planet Mercury. After the ship gains an elevation of 25.4km, it releases it's booster rocket from the back. The booster rocket begins to free-fall. Ignoring the effect of any air resistance, what would be the acceleration of the booster rocket, the instant after it is released from the ship? Mercury Question #8 A 48000kg satellite is set up to orbit mercury in a circular orbit at an altitude of 30km above the planet's surface. a) How many hours will it take the satellite to orbit the planet once? b) If the satellite encounters some small collisions with space debris, and causes it to slow down a little, how would this affect the satellite's orbit? Use diagrams if necessary.
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