Suppose that a plane is at location f(0) = 10 miles with velocity of f’(0) = 10 miles/min, acceleration f’’(0) = 2 miles/min2 and f’’’(0) = -1 miles/min3. Predict the location of the plane at time t = 2.
The general equaiton for acceleration is f(x)=ax²+bx+c
Find the three derivitives f'(t), f''(t) and f'''(t) and use the values given to fill in a,b & c. Then the answer is f(2)
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