find the least number that must be added to 9598 to make it a perfect square.
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plz...see tge above pic.....
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Dear Student,
First we have to find the square root of √9598 which is not perfect.
√9598= 97
(97)^2 < 9598 > (98)^2
Required number to be added = (98)^2 -9598=9604-9598=6
Therefore, 6 must be added to 9598 to make it a perfect square.
Therefore, perfect square number= 9598+6=9604.
Hence , √9604= 98.
Hope you understand if not then you can ask me again l will make you understand better.
First we have to find the square root of √9598 which is not perfect.
√9598= 97
(97)^2 < 9598 > (98)^2
Required number to be added = (98)^2 -9598=9604-9598=6
Therefore, 6 must be added to 9598 to make it a perfect square.
Therefore, perfect square number= 9598+6=9604.
Hence , √9604= 98.
Hope you understand if not then you can ask me again l will make you understand better.
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