Question

What is the derivative of `f(t) = (t^2-2e^(t-1) , t-e^t )`?

Answer 1

`d/(d t) f(x)=(-2e^(t-1)*l n e+2t,-e^t*l n e+1)`

Explanation:

`f(t)=(t^2-2e^(t-1),t-e^t)`

`d/(d t)(t^2-2e^(t-1))=-2e^(t-1)*l n e+2t`

`d/(d t)(t-e^t)=-e^t*l n e+1`

`d/(d t) f(x)=(-2e^(t-1)*l n e+2t,-e^t*l n e+1)`