The given two algebraic patterns have the same value for n = 3

1. $3^{n}$

2. $n^{3}$

Yes

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Solution

The correct option is A
Yes

The value of these algebraic pattern is obtained by putting n = 3

1. $3^{n}$ = 3 × 3 × 3 =27

2. $n^{3}$ = 3 × 3 × 3 =27

The value of both the algebraic expressions is same.
Hence the given statement is true.

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Similar questions

The following two algebraic patterns have the same value for n = 3:

1. $3^{n}$

2. $n^{3}$

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1. $3^{n}$

2. $n^{3}$

The given algebraic expressions have same values for n =2.

1. $2^{n}$

2. $n^{2}$

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