Let F(x)=f(x5)\displaystyle {F}{\left({x}\right)}={f{{\left({x}^{{{5}}}\right)}}} and G(x)=(f(x))5\displaystyle {G}{\left({x}\right)}={\left({f{{\left({x}\right)}}}\right)}^{{{5}}} .
You also know that a4=15,f(a)=3,f(a)=4,f(a5)=10\displaystyle {a}^{{{4}}}={15},{f{{\left({a}\right)}}}={3},{f}'{\left({a}\right)}={4},{f}'{\left({a}^{{{5}}}\right)}={10}

Then F(a)=\displaystyle {F}'{\left({a}\right)}=   and G(a)=\displaystyle {G}'{\left({a}\right)}=