$$(4x^{3}+2x^{2}\cdot3x+7)\cdot(2x^{3}\cdot5x^{2}+x-6)$$
$\left(10x^{3}+7\right)\left(10x^{5}+x-6\right)$
$$\left(4x^{3}+2x^{3}\times 3+7\right)\left(2x^{3}\times 5x^{2}+x-6\right)$$
$$\left(4x^{3}+2x^{3}\times 3+7\right)\left(2x^{5}\times 5+x-6\right)$$
$$\left(4x^{3}+6x^{3}+7\right)\left(2x^{5}\times 5+x-6\right)$$
$$\left(10x^{3}+7\right)\left(2x^{5}\times 5+x-6\right)$$
$$\left(10x^{3}+7\right)\left(10x^{5}+x-6\right)$$
$$100x^{8}+10x^{4}-60x^{3}+70x^{5}+7x-42$$
Show Solution
Hide Solution
$100x^{8}+70x^{5}+10x^{4}-60x^{3}+7x-42$
