If the velocity of a particle is given by t^2+t, then determine the acceleration of the particle when t=4.

To get from velocity to acceleration, you must derivate the velocity equation. This is because acceleration is the rate at which velocity changes so to change the velocity into acceleration it must be derived.
answer: 2t+1 ---> 2(4)+1 ---> 9m/s/s

Related Maths A Level answers

All answers ▸

Differentiate y=x^3+ 7x-ln(2)


x = 1 is a solution for the curve y = x^3-6x^2+11x-6, find the other solutions and sketch the curve, showing the location of any stationary points.


What is the natural logarithm?


Given that log_{x} (7y+1) - log_{x} (2y) =1 x>4, 0<y<1 , express y in terms of x.