Finding distance with known constant acceleration

AI Thread Summary
To find the distance traveled while coming to a complete stop at a constant acceleration of 60g over 36 ms, the equations of motion are applied. The acceleration is converted to 588.6 m/s², and using the final velocity equation, the initial velocity is calculated to be 21.1896 m/s. This value is then used in the distance formula, resulting in a distance of approximately 0.76 meters. However, there is confusion regarding the variables, as the final velocity should be zero when stopping, indicating a need to correctly identify the initial velocity. Properly addressing the signs and values in the equations is crucial for accurate calculations.
tater08
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1. How far (in meters) does a person travel in coming to a complete stop in 36 ms at a constant acceleration of 60g?



2. X=Xo+ VoT and V1=Vo +at



3. I converted 60g into 588.6 m/s^2 and then plugged it into the V1 equation to Find V1 which turns out to be 21.1896 m/s (after converting 36 ms into 0.036 seconds). I then entered the 21 m/s into the X1 equation and X=0+21.1896 * 0.036. I keep getting x = 0.76m. I am not confident that I am doing this question right or what I should be doing but that is my logic.
 
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60g? Six, zero, g's?
 
yup 60 g's.
 
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You've got v1 and v0 mixed up.

You are given v1; it is 0. You need to solve for v0. (and then make sure you've got your signs correct for both v and a.)
 
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