Solving a Robot Probe Homework Problem on Mars

AI Thread Summary
A robot probe drops a camera from a 239 m high cliff on Mars, where the acceleration due to gravity is -3.7 m/s². To find the final velocity (vf) of the camera upon impact, the equation vf² = vi² + 2ad is used, with the displacement (d) correctly noted as -239 m. This adjustment leads to a positive value for vf², indicating that the final velocity will be negative, confirming the downward direction of the fall. The time required for the camera to hit the ground can also be calculated using kinematic equations. The discussion emphasizes the importance of correctly accounting for direction in calculations involving free fall.
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Homework Statement


a robot probe drops a camara off the rim of a 239 m high cliff on mars, where the freefall acceleration is -3.7 m/s^2. a. fiind the velocity wl which the camara hits the ground. b. find the tiime required for it to hit the ground.


Homework Equations



vf^2= vi^2+2ad

The Attempt at a Solution



a=-3.7m/s^2
d=239m
vi=0m/s
vf=? ned to find
t=?

vf^2=vi^2+2ad
vf^2=-1786.6
 
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d is actually -239m since it's falling. which means starting from 239 m and falling down to 0m so the change is -239m. the vf you will then calculate is actually negative like the acceleration since, again, it is falling downwards on the y axis
 
Looks good except your displacement should be negative, \Delta d=0-239m

That will make your value for v_f^2 positive and you should be able to proceed.
 
tyvm! but i want to just ask 1 more question... so then will the final velocity be negative?b/c it is falling
 
yes the vf will be negative, like i said in my previous reply >_>
 
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