Find the least number which must be added to 2550 to make it a perfect square ​

Question

Find the least number which must be added to 2550 to make it a perfect square ​

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Charlie 2 years 2021-06-24T13:40:07+00:00 2 Answers 0 views 0

Answers ( )

    0
    2021-06-24T13:41:27+00:00

    Step-by-step explanation:

    Given :

    2550

    To find:

    Find the least number which must be added to 2550 to make it a perfect square ?

    Solution:

    Given number = 2550

    50 | 25 50 |50

    25 00

    ____________

    50

    -_____________

    2550 lies between 2500 and 2601

    = > 2500 < 2550< 2601

    => 50^2 < 2550 < 51^2

    The next square number to 2550 = 2601=51^2

    The difference = 2601-2550 = 51

    If 51 is added to 2550 then it will be a perfect square number

    => 2550+51 = 2601

    => 51^2

    or

    Let the required least number be X

    => 2550+X = a perfect square

    => 2550+X = n^2

    The next perfect square after 2550 is 2601

    => 2550+X = 51^2

    => 2550+X = 2601

    => X = 2601-2550

    => X = 51

    Answer:

    The least number which must be added to 2550 to make it a perfect square is 51

    0
    2021-06-24T13:41:49+00:00

    Answer:

    23

    Step-by-step explanation:

    23 is the least number to make it perfect square.

    hope it will help you

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