Find the derivative: (give answer in factored form)
s=t^2+e^t
s'=(t^2e^t)+(2te^t)
How do i factor further?
This makes no sense to me.
To further factor the derivative, we can factor out common terms from the expression "(t^2e^t) + (2te^t)". In this case, both terms have a common factor of "te^t". By factoring this out, we can write the expression as:
s' = te^t(t + 2)
This is the factored form of the derivative.