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Compare $2^{5}$ and $5^{2}$ by computing both, then state which is greater.

Class 7Laws of ExponentsNumber System

A $2^{5} = 32$ and $5^{2} = 25$ , so $2^{5}$ is greater
B $2^{5} = 25$ and $5^{2} = 32$ , so $5^{2}$ is greater
CBoth equal 10, so they are equal
D $2^{5} = 10$ and $5^{2} = 10$ , so equal

Step-by-Step Solution

2^{5} = 32

and

5^{2} = 25

. Since 32 > 25,

2^{5}

is greater. (Order of base and exponent matters.)

Answer: A)

2^{5} = 32

and

5^{2} = 25

, so

2^{5}

is greater

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