$$16a^{3}b^{2}c^{2}.32a^{4}b^{2}c.64a^{3}bc^{2}=$$
$\frac{2048a^{10}\left(bc\right)^{5}}{625}$
$$16a^{7}b^{2}c^{2}\times 0.32b^{2}c\times 0.64a^{3}bc^{2}$$
$$16a^{10}b^{2}c^{2}\times 0.32b^{2}c\times 0.64bc^{2}$$
$$16a^{10}b^{4}c^{2}\times 0.32c\times 0.64bc^{2}$$
$$16a^{10}b^{5}c^{2}\times 0.32c\times 0.64c^{2}$$
$$16a^{10}b^{5}c^{3}\times 0.32\times 0.64c^{2}$$
$$16a^{10}b^{5}c^{5}\times 0.32\times 0.64$$
$$5.12a^{10}b^{5}c^{5}\times 0.64$$
$$3.2768a^{10}b^{5}c^{5}$$
Show Solution
Hide Solution
$\frac{4096a^{9}\left(bc\right)^{5}}{125}$