Power of a Product: Inverse formula

Insert the corresponding expression:

$11^6\times4^6=$

$\left(11\times4\right)^6$

Insert the corresponding expression:

$8^7\times10^7=$

$\left(8\times10\right)^7$

Insert the corresponding expression:

$2^3\times4^3=$

$\left(2\times4\right)^3$

Insert the corresponding expression:

$$$3^4\times4^4=$

$\left(3\times4\right)^4$

Insert the corresponding expression:

$5^4\times6^5=$

a'+b' are correct

Insert the corresponding expression:

$8^5\times9^5=$

All answers are correct

Insert the corresponding expression:

$9^{11}\times7^{11}\times6^{11}=$

All answers are correct

Insert the corresponding expression:

$20^{10}\times4^{10}\times2^{10}=$

$\left(20\times4\times2\right)^{10}$

Insert the corresponding expression:

$11^6\times10^6\times12^6=$

All answers are correct

Insert the corresponding expression:

$$$5^8\times8^8\times10^8=$

$\left(5\times8\times10\right)^8$

Insert the corresponding expression:

$2^9\times4^9\times7^9=$

$\left(2\times4\times7\right)^9$

Insert the corresponding expression:

$8^7\times10^7\times16^7=$

$\left(8\times10\times16\right)^7$

Insert the corresponding expression:

$5\times3^5\times11^5=$

$5\times\left(3\times11\right)^5$

Reduce the following equation:

$2^7\times3^7\times10^7=$

All answers are correct

Insert the corresponding expression:

$9^9\times8^9\times2^9=$

$\left(9\times8\times2\right)^9$

Insert the corresponding expression:

$\frac{1}{\left(2\times7\times8\right)^9}=$

$\left(2\times7\times8\right)^{-9}$

Insert the corresponding expression:

$\frac{1}{\left(10\times7\right)^5}=$

$\left(10\times5\right)^{-5}$

Insert the corresponding expression:

$\frac{1}{8^{-7}\times9^{-7}\times5^{-7}}=$

$\left(8\times9\times5\right)^7$

Insert the corresponding expression:

$\frac{1}{4^{-6}\times7^{-6}}=$

$\left(4\times7\right)^6$

Insert the corresponding expression:

$\frac{1}{5^{-4}\times11^{-4}}=$

$\left(5\times11\right)^4$