Question

Simplify (2xy^3)^4 A.8xy12 B.2x4y12 C.16xy12 D.16x4y12

Answer 1

Answer:

D)  $(16)*x^{4} *(y^{12})$ is correct answer .

Step-by-step explanation:

Given :  $(2xy^{3})^{4}$.

To find : Simplify.

Solution : We have given that $(2xy^{3})^{4}$.

By the exponential rule : $(ab)^{c} = a^{c}*b^{c}$.

$(2xy^{3})^{4}$ = $(2^{4})*x^{4} *(y^{3})^{4}$.

$(2xy^{3})^{4}$ = $(16)*x^{4} *(y^{12})$.

Therefore, D)  $(16)*x^{4} *(y^{12})$ is correct answer .

Answer 2

The answer is D if you would simplify this (2xy^3)^4