Multiplication of Powers: Inverse formula

Expand the following equation:

$2^{2+5}=$

$2^2\times2^5$

Expand the following equation:

$4^{4+6}=$

$4^4\times4^6$

Expand the following equation:

$7^8=$

None of the answers are correct

Expand the following equation:

$8^4=$

All answers are correct

Expand the following equation:

$6^{3+2}=$

$6^3\times6^2$

Expand the following equation:

$9^{12}=$

$9^8\times9^4$

Expand the following equation:

$5^4=$

$5\times5\times5^2$

Expand the following equation:

$6^{12}=$

$6^2\times6^3\times6^7$

Expand the following equation:

$8^{10}=$

$8^3\times8^3\times8^4$

Expand the following expression:

$7^6=$

$7^1\times7\times7^4$

Expand the following equation:

$2^{2a+a}=$

$2^{2a}\times2^a$

Expand the following equation:

$3^{2a+x+a}=$

$3^{2a}\times3^x\times3^a$

Expand the following equation:

$4^{a+b+c}=$

$4^a\times4^b\times4^c$

Expand the following equation:

$7^{2x+7}=$

$7^x\times7^{x+7}$

Expand the following equation:

$a^{3+5}=$

$a^3\times a^5$

Expand the following equation:

$g^{10a+5x}=$

$g^{5a+5x}\times g^{5a}$

Expand the following equation:

$x^{2+4}=$

A+B are correct

Expand the following expression:

$10^{-1}=$

$10^{-11}\times10^{10}$

Expand the following expression:

$4^{-6}=$

Expand the following expression:

$5^{-3}=$

A+B are correct