Multiplying Monomials with Binomials (Values and Variables)

Question

Multiply the radical expressions and simplify the answer

$$4d\sqrt{2d} \cdot (2{p}^{2}d\sqrt{2}  -  3{p}^{2}{d}^{2}\sqrt{3})$$

Accepted Answer

$$16{d}^{2}{p}^{2}\sqrt{d} - 12{d}^{3}{p}^{2}\sqrt{6d}$$

Answer

$$16{d}^{2}{p}^{2}\sqrt{d} - 12{d}^{3}{p}^{2}\sqrt{6}$$

Answer

$$16{d}^{2}{p}^{2}\sqrt{d} - 12{d}^{3}{p}^{4}\sqrt{6d}$$

Answer

$$16{d}^{2}{p}^{2}\sqrt{d} - 12{d}^{5}{p}^{2}\sqrt{6d}$$

Answer

$$16{d}^{2}{p}^{2}\sqrt{d} - 12{d}^{3}{p}^{2}\sqrt{6{d}^{-1}}$$

Practice: Radicals - Multiplying Monomials with Binomials (Values and Variables)