Question 929532

{{{f(x)=  x^2+3 }}}
{{{g(x)= sqrt(x+2) }}}

find the following

{{{(f*g)(x)=f(x)*g(x)=(x^2+3)sqrt(x+2)}}}

{{{(f*g)(2)=(2^2+3)sqrt(2+2)}}}

{{{(f*g)(2)=(7)2}}}

{{{(f*g)(2)=14}}}



{{{(g*f)(2)}}}

since {{{(f*g)(2)=(g*f)(2)}}}-commutative property-,then {{{(g*f)(2)=14}}}