Simplify $(5^4\cdot 5^3{)}^2$ as a single power of 5.

Evaluate $5^0\cdot 5^{-1}\cdot 5^5$.

Simplify $(2^3\cdot 2^5{)}^3$ as a single power of 2.

Simplify $(t^3{)}^2/t^9$ using only positive exponents.

Evaluate $3^0\cdot 3^{-3}\cdot 3^6$.

Evaluate $3^0\cdot 3^{-1}\cdot 3^5$.

Simplify $(y^{-2}{)}^3\cdot y^4$ using only positive exponents.

Simplify $(t^4{)}^3/t^{12}$.

Simplify $(2^9/2^4{)}^2$ as a single power of 2.

Evaluate $4^0\cdot 4^{-3}\cdot 4^5$.

Simplify $(a^2{)}^3/a^{11}$ using only positive exponents.

Simplify $(4a^2{b}^3{)}^2/(16a^{3}b)$.

Simplify $(4m^3{n}^3{)}^2/(16m^{2}n)$.

Evaluate $5^0\cdot 5^{-1}\cdot 5^3$.

Simplify $(4m^2{n}^4{)}^2/(16m^{3}n)$.

Evaluate $2^0\cdot 2^{-2}\cdot 2^4$.

Simplify $(a^3{)}^2/a^{10}$ using only positive exponents.

Simplify $(y^2{)}^3/y^{12}$ using only positive exponents.

Simplify $(3u^{-2}{v}^4{)}^2/(9v^5)$ using only positive exponents.

Simplify $(4^2\cdot 4^3{)}^3$ as a single power of 4.

Simplify $(5^4\cdot 5^3{)}^3$ as a single power of 5.

Simplify $6^3\cdot (6^2{)}^4$ as a single power of 6.

Simplify $(3x^3{y}^3{)}^2/(9xy)$.

Simplify $(3^5{)}^2/3^4$ as a single power of 3.

Evaluate $2^0\cdot 2^{-5}\cdot 2^2$.

Evaluate $2^0\cdot 2^{-1}\cdot 2^6$.

Simplify $(b^3{)}^2/b^8$ using only positive exponents.

Evaluate $(4^{-1}{)}^2\cdot 4^5$.

Simplify $(2c^2{d}^4{)}^2/(8c^{3}d)$.

Simplify $(3a^3{b}^4{)}^2/(9a^{2}b)$.

Evaluate $6^0\cdot 6^{-1}\cdot 6^3$.

Simplify $(w^2{)}^{-3}\cdot w^9$ using only positive exponents.

Simplify $(3^2\cdot 3^3{)}^2$ as a single power of 3.

Simplify $(4c^3{d}^4{)}^2/(16c^{4}d)$.

Simplify $(3r^3{s}^4{)}^2/(9r^{3}s)$.

Simplify $(r^3{)}^3/r^5$.

Simplify $(x^4{)}^2/x^{12}$ using only positive exponents.

Simplify $(3^2\cdot 3^3{)}^3$ as a single power of 3.

Simplify $(4p^2{q}^4{)}^2/(16pq)$.

Simplify $(6^4\cdot 6^2{)}^2$ as a single power of 6.