Question

if f(x)=7^x prove f(m+n+p)=f(m)×f(n)×f(p)​

Answer 1

${\red {{\bold{ \huge \dag }}\bold {\huge{{\mathcal {\underline{Answer}}}} \dag}}}$

$\star \: \underline \blue{given} \blue{ : }$

$f(x) = {7}^{x}$

$\star \: \underline \blue{solution} \blue{ : }$

$f(m) = {7}^{m} \\ f(n) = {7}^{n} \: \: \\ f(p) = {7}^{p} \: \: \:$

$f(m) \times f(n) \times f(p)$

$\longrightarrow \: {7}^{m} \times {7}^{n} \times {7}^{p}$

$\longrightarrow \: {7}^{(m + n + p)}$

$\longrightarrow \: \boxed {\mathfrak{f(m + n + p)}} \: \bold{proved}$

$\bold {\bold{\boxed {\boxed{///MARK \: IT \: BRAINLIEST///}}}}$