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Adding Triangular Numbers

83 can be exp...

Question

$8^{3}$ can be expressed as a sum of 8 consecutive odd integers.

A

False

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B

True

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Solution

The correct option is B True

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8^{3}

can be expressed as a sum of 8 consecutive odd integers.

Q. The number of consecutive odd integers whose sum can be expressed as

50^{2} - 13^{2}

is k then k can be

Q. If the number of consecutive odd integers whose sum can be expressed as

50^{2} - 13^{2}

is k then k, can be

n^{3}

can be expressed as a sum of n consecutive odd numbers.

Find three consecutive odd integers ,the sum of whose squares is 83

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Adding Triangular Numbers

Standard VIII Mathematics