# A derivative problem

**Calculus**Level 5

**'T'** is defined to be \[T_k(x) = \dfrac{d}{dx} (f_k(x))\]
Suppose\[\dfrac{d^2 g(x)}{dx^2} = T_1(x) + T_2 (x)\] and \[g(0) = g'(0) = 0\]
Find \(\displaystyle{g(5)}\)

**'T'** is defined to be \[T_k(x) = \dfrac{d}{dx} (f_k(x))\]
Suppose\[\dfrac{d^2 g(x)}{dx^2} = T_1(x) + T_2 (x)\] and \[g(0) = g'(0) = 0\]
Find \(\displaystyle{g(5)}\)

×

Problem Loading...

Note Loading...

Set Loading...