a-car-moves-along-a-straight-road-with-velocity-vt30et-vt-30e-t-for-t-t-in-050-5

Question

A car moves along a straight road with velocity v(t)=30e−t v(t) = $$30e^{-t}$$  for t∈[0,5]t\in[0,5]. What is the displacement of the car over this interval?

Accepted Answer

30(1−e−5)30(1 - $$e^{-5})$$

Answer

15(1−e−1)15(1 - $$e^{-1})$$

Answer

30(1−e−1)30(1 - $$e^{-1})$$

Answer

15(1−e−5)15(1 - $$e^{-5})$$

A car moves along a straight road with velocity v(t)=30e−t v(t) = 30e^{-t} for t∈[0,5]t\(\in\)[0,5]. What is the displacement of the car over this interval?

A car moves along a straight road with velocity $v (t) = 30 e^{- t}$ for $t is a member of open bracket 0 comma 5 close bracket$ . What is the displacement of the car over this interval?