A particle traveling on a line has constant acceleration at
A particle traveling on a line has constant acceleration a(t) = -2/5. If s(1) = 3 and s(6) = 8, find the total distance traveled for 4 ≤ t ≤ 10.
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we want to approximate the area underneath the curve from x 35 to x 45 use the data above to do the approximationx 35
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use the intermediate value theorem to show that there is a root of the equation x5-x1 0 in the interval -2
a particle traveling on a line has constant acceleration at -25 if s1 3 and s6 8 find the total distance traveled
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