Suhas , while writing squares of first 10 consecutive natural numbers

1.	Suhas , while writing squares of first 10 consecutive natural numbers skipped of one number and hence the last number he wrote was 121 .Had he written the squares correctly , the sum of the number written would have been less by 21. Find the square number he skipped
Answer» Answer: The SUM of the squares of FIVE consecutive natural NUMBERS is 1455 , then numbers are 15, 16, 17, 18, 19 . State whether the given statement is true or false.

Suhas , while writing squares of first 10 consecutive natural numbers skipped of one number and hence the last number he wrote was 121 .Had he written the squares correctly , the sum of the number written would have been less by 21. Find the square number he skipped

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The SUM of the squares of FIVE consecutive natural NUMBERS is 1455 , then numbers are 15, 16, 17, 18, 19 . State whether the given statement is true or false.

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Suhas , while writing squares of first 10 consecutive natural numbers skipped of one number and hence the last number he wrote was 121 .Had he written the squares correctly , the sum of the number written would have been less by 21. Find the square number he skipped​

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Suhas , while writing squares of first 10 consecutive natural numbers skipped of one number and hence the last number he wrote was 121 .Had he written the squares correctly , the sum of the number written would have been less by 21. Find the square number he skipped