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You're driving at speed v_0 when you spot a stationary moose on the road, a distance d ahead. Find an expression for the magnitude of the acceleration you need if you're to stop before hitting the moose. Please explain thanks.
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you can use the equation \[v _{f}^{2}=v _{0}^{2}+2aδx\] where delta x = d and v final = 0 and from there you can write an expression for acceleration that should look like \[(v _{f}^{2}-v _{0}^{2})/δx=a\]
Thank You so much for explaining.
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