A student writes $(5k^4{)}^3=5k^{12}$. What went wrong?

Write $(8h^4{)}^3$ without parentheses.

Write $(2r^3{)}^3$ without parentheses.

Simplify $(2r^3{s}^2{)}^3$.

Write $(7^4{)}^2$ as a single power of 7.

Simplify $(3g^4{h}^3{)}^2$.

Simplify $(c^3/d^4{)}^3$.

Write $(3^2{)}^5$ as a single power of 3.

Simplify $(5m^{3}n{)}^2$.

Simplify $(y^4{)}^2$.

A student writes $(8r^4{)}^2=8r^8$. What went wrong?

Simplify $(y^2{)}^6$.

Simplify $(y^3{)}^5$.

Simplify $(3g^4/h^3{)}^2$.

Simplify $(n^5{)}^2$.

Write $(10^3{)}^5$ as a single power of 10.

Simplify $(t^3{)}^4$.

Simplify $(g^3/h^4{)}^2$.

Write $(9^2{)}^6$ as a single power of 9.

Write $(10^2{)}^5$ as a single power of 10.

Write $(4^2{)}^6$ as a single power of 4.

Simplify $(y^6{)}^3$.

A student writes $(3w^5{)}^3=3w^{15}$. What went wrong?

Simplify $(h^6{)}^2$.

Simplify $(4c^{3}d{)}^3$.

Simplify $(4u^3/v^2{)}^3$.

Write $(3r^3{)}^2$ without parentheses.

Write $(6r^5{)}^3$ without parentheses.

A student writes $(5x^4{)}^2=5x^8$. What went wrong?

Write $(2^5{)}^3$ as a single power of 2.

Simplify $(5c^4{d}^3{)}^3$.

Simplify $(u^2/v^4{)}^3$.

Write $(7x^5{)}^3$ without parentheses.

Simplify $(4p^2/q^3{)}^3$.

Write $(5^3{)}^5$ as a single power of 5.

Write $(3p^4{)}^3$ without parentheses.

A student writes $(5p^3{)}^2=5p^6$. What went wrong?

Simplify $(n^2{)}^7$.

A student writes $(4y^3{)}^3=4y^9$. What went wrong?

Simplify $(4u^4{v}^2{)}^2$.