If $18^{3}$ is expressed as the sum of consecutive odd numbers, then the sum of the first and the last term will be ______.

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Solution

The correct option is B.

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If $18^{3}$ is expressed as the sum of consecutive odd numbers, then the sum of the first and the last term will be ______.
(A) 646
(B) 648
(C) 650
(D) 652

After expressing $18^{3}$ as a sum of consecutive odd numbers, find the sum of the first and last terms.

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as the sum of consecutive odd numbers, then what will be the last term?

Q. If we write

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as the sum of consecutive odd numbers, then what will be the first term?

After expressing $18^{3}$ as the sum of consecutive odd numbers, find the sum of the first and last terms.

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If 183 is expressed as the sum of consecutive odd numbers, then the sum of the first and the last term will be ______.

The correct option is B.

If $18^{3}$ is expressed as the sum of consecutive odd numbers, then the sum of the first and the last term will be ______.