how many non perfect squares lie between the squares of 100 and 101?
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Answered by
16
Since 100 and 101 are two consecutive integers, all the numbers between squares of 100 and 101 are non-perfect squares.
100² = 10000
101² = 10201
Number of numbers between 10000 and 10201 = 10201 - 10000 - 1 = 200
So there are 200 non-perfect squares.
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When number of no-perfect squares are asked between two consecutive numbers, It is always 2×smaller number.
In this case, smaller number is 100.
So number of imperfect squares= 2×100 = 200
100² = 10000
101² = 10201
Number of numbers between 10000 and 10201 = 10201 - 10000 - 1 = 200
So there are 200 non-perfect squares.
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When number of no-perfect squares are asked between two consecutive numbers, It is always 2×smaller number.
In this case, smaller number is 100.
So number of imperfect squares= 2×100 = 200
TPS:
Thank you Angela!
Answered by
3
Answer:
200
Step-by-step explanation:
100-10000
101-10201
Formula-we have used
101^2-100^2-1
10201-10000-1
201-1
ans=200
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