+ On the moon, all free-fall distance functions are of the form s(t) = 0.81t, where...
Need all parts for each please and thanks On the moon, all free-fall distance functions are of the form s(t) 0.81t2, where t is sec, consider parts (a) through (d) below. seconds and s is in meters. An object is dropped from a height of 200 meters above the moon. After a) How far has the object fallen? b) How fast is it traveling? c) What is its acceleration? d) Explain the meaning of the second derivative of this free-fall...
On the moon, the acceleration of a free-faling object is -1.6 meters per second per second. A stone is dropped from a cliff on the moon and hits the surface of the moon 37 seconds later. How far did it fall? (Round your answer to one decimal place.) What was its velocity at impact? (Round your answer to one decimal place.) m/sec Need Help? Read It Talk to a Tutor On the moon, the acceleration of a free-faling object is...
Free Fall On the moon, the acceleration due to gravity is 1.6 m/sec2.(a) If a rock is dropped into a crevasse, how fast will it be going just before it hits bottom 30 sec later?(b) How far below the point of release is the bottom of the crevasse?(c) If instead of being released from rest, the rock is thrown into the crevasse from the same point with a downward velocity of 4 m/sec, when will it hit the bottom and...
+3 points SerCP10 13.P.037 A pendulum clock that works perfectly on Earth is taken to the Moon. Assume that the free-fall acceleration on the Moon is 1.63 m/s (a) Does it run fast or slow there? O fast O slow Neither, it runs the same as on Earth. (b) If the clock is started at 12:00 midnight, what will it read after 15.5 h (Enter the time to the nearest minute.) AM +-4 points SerCP11 13.5.P.039.MI The free-fall acceleration on...
Suppose you free-fall off the edge of a cliff for 16 seconds (tfal 16 s) and fel . If the Helpful Neighborhood Asgardian catches you at t 16 s, how fast How fast must you be thrown in the opposite direction to get back to the . What is the change in velocity between when you have fallen the furthest from rest (0-0 m/s, a-19:,-9.81 3): are you moving? top of the cliff in t-2.0 seconds? and the initial velocity...
2. Galileo famously dropped two spheres of different weights (but of the same size) off of the Leaning Tower of Pisa in order to show that Aristotle's theory of gravity (that objects fall at rates proportional to their weights) was wrong. Suppose one sphere had mass m = 1 kg and the other had mass m = 5 kg, and that their velocities followed the equation: mv' = mg - kv with constant of proportionality k = 0.1 kg/s and...
2. Galileo famously dropped two spheres of different weights (but of the same size) off of the Leaning Tower of Pisa in order to show that Aristotle's theory of gravity (that objects fall at rates proportional to their weights) was wrong. Suppose one sphere had mass m = 1 kg and the other had mass m = 5 kg, and that their velocities followed the equation: mu' = mg - kv with constant of proportionality k = 0.1 kg/s and...
10. The time,t,in seconds varies directly with the square root of the distance, d, in feet that a dropped ball has fallen. It takes 2 seconds for a ball to fall 64 feet. a. Find a formula to model this situation. b. How long would it take for the ball to fall 100 feet?
1- Quiz 2: Free-Fall and Projectiles Help Problem 3.0OE2 DEPENDENT MULTI-PART PROBLEM ASSIGN ALL PARTS NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part A steel ball is dropped from a diving platform (with an initial velocity of zero). Use the solve the following problem: Problem 3.00E2.b- Calculating the distance traveled of a dropped object Book How far does it fall n the first 1.9 seconds of its flight?...
Given that s(t) = - 4.9t2 + 125t represents the distance (m) of an object from the ground, t seconds after it was thrown in the air, determine when the object reaches the ground. t= 27.5 s a. t = 20.5 s Ob. t= 25.5 s Oc. t= 26.7 s d. t= 22.5 s Oe. Of. t=23.55 Given that s(t) = -4.9t2 + 132t + 20 represents the distance in meters from the ground t seconds after an object is...