# How do you find the product 6p^6*9p^7?

$54 {p}^{13}$
$6 {p}^{6} \cdot 9 {p}^{7} = 6 {p}^{6} \times 9 {p}^{7}$
According to Indices ${p}^{a} \times {p}^{b} = {p}^{a + b}$
$\Rightarrow 6 {p}^{6} \times 9 {p}^{7} = \left(6 \times 9\right) \times {p}^{6} \times {p}^{7} = 54 {p}^{6 + 7} = 54 {p}^{13}$