Question

the sum of two consecutive natural numbers and the square of the first number is 5329 . What are the numbers

Answer 1

We have to find
$x + x + 1...1$
It is given that
${x}^{2} = 5329 \\ x = 73$
By substituting x=73 in 1
$73 + 73 + 1 \\ 73 + 74 \\ 147$
Therefore, the numbers are 73 and 74.
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Answer 2

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