Question

Match the expression to its corresponding simplified version.

Answer 1

The following match pairs exist-

1 ↔ a

2 ↔ b

3 ↔ c

4 ↔ d

We have a table of expressions and their simplified form.

We have to match the expression with their corresponding simplified version.

Simplify the following expression -

$((n^{x} )^{y}) ^{z}$

The simplified version of the above expression can be written as follows-

$n^{x\times y\times z}$

We can use the same concept in the question given to us -

1) - $(8^{3}) ^{2}$

2) - $(8^{2}) ^{-3}$

3) - $((8)^{2} )^{3} )^{2}$

4) - $(8^{-2}) ^{3})^{2}$

The simplified version can be written as -

1) - $8^{6}$

2) - $8^{-6} = \frac{1}{8^{6} }$

3) - $8^{12}$

4) - $8^{-12} = \frac{1}{8^{12} }$

Hence, the following match pairs exist-

1 ↔ a

2 ↔ b

3 ↔ c

4 ↔ d

To solve more questions on simplifying expressions, visit the link below-

brainly.com/question/403991

#SPJ1