Math, asked by A5musharmamrkaur, 1 year ago

The seven consecutive squares are 81, 100, 121, 144, 169, 196, 225 with its digits sums to a square numbers: Let us find another set of seven consecutive squares with same property

Answers

Answered by sharmaansh2009
0

The seven consecutive squares are 81, 100, 121, 144, 169, 196, 225 with its digits sums to a square numbers: Let us find another set of seven consecutive squares with same property

Answered by syed2020ashaels
0

The given question is The seven consecutive squares are 81, 100, 121, 144, 169, 196, and 225 with their digits sums to a square number:

we have to find another set of seven consecutive squares with the same property

The square numbers and addition of their digits are

81 =8+1=9

100=1+0+0=1.

121= 1+2+1=4 etc...

likewise, all the seven consecutive numbers have their digits whole sum is equal to a square number.

we have to find another set of consecutive numbers .they are

1001. = 1002001. = 4

1002. = 1004004. = 9

1003 = 1006009. = 16

1004. = 1008016. = 16

1005. = 1010025. = 9

Only 5 consecutive numbers are having the same property.

The numbers between 100/and 1000 there are some of the consecutive numbers having the same property but only 3 or 4 consecutive numbers are there.

These consecutive numbers have the same property as the given question

# spj2

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