icle-has-velocity-vt-8t-3-ms-and-satisfies-x2-11-m-what-is-its-position-function

Question

A particle has velocity v(t)=8t−3v(t) = 8t - 3 m/s	ext{m/s} and satisfies x(2)=11x(2) = 11 m	ext{m}. What is its position function?

Accepted Answer

x(t)=4t2−3t+1x(t) = $$4t^2 - 3t + 1$$

Answer

x(t)=8t−3+11x(t) = 8t - 3 + 11

Answer

x(t)=4t2−3t+11x(t) = $$4t^2 - 3t + 11 $$

Answer

x(t)=4t2−3t−1x(t) = $$4t^2 - 3t - 1$$

A particle has velocity v(t)=8t−3v(t) = 8t - 3 m/s\(\text{m/s}\) and satisfies x(2)=11x(2) = 11 m\(\text{m}\). What is its position function?