Question 1076508

{{{g(x) = 3x^3}}}, 
find {{{g(4 + h)}}}

{{{g(4 + h) = 3(4 + h)^3}}}

{{{g(4 + h) = 3(4 + h)(4 + h)(4 + h)}}}

{{{g(4 + h) = 3(h^2 + 8h + 16)(4 + h)}}}

{{{g(4 + h) = 3(h^3 + 12h^2 + 48h + 64)}}}

{{{g(4 + h) = 3h^3 + 36h^2 + 144h + 192}}}