[Maximum mark: 6] (a) Find ∫(e4x+6)dx\int (e^{4x} + 6) dx∫(e4x+6)dx. [3]It is given that h′(x)=e4x+6h'(x) = e^{4x} + 6h′(x)=e4x+6 and h(1.5)=105h(1.5) = 105h(1.5)=105. (b) Find h(x)h(x)h(x). [3]