Math, asked by mitalsavsani10, 10 months ago

find how many non perfect square numbers lie between
(a) squares of 10 and 11
(b) 25 and 36
(c) squares of 13 and 14..

solve with a perfect method.
and explain it..​

Answers

Answered by sricharanss27
0

Answer:

10 and 11 = 10 *2

Step-by-step explanation:

Answered by Anonymous
1

ANSWER (A)

10² is 100 11² is 121

Therefore no. of non- perfect squares is

121 - 100 i.e. 21

ANSWER IS 21

ANSWER (B)

25 is square of 5 and 36 is a square of 6

so no. of non - perfect squares is

36 - 25. i.e. 11

ANSWER IS 11

ANSWER (C)

13² is 169 14² is 196

Therefore no. of non - perfect squares is

196 - 169 i.e. 27

ANSWER IS 27

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ANSWER BY MANAS817

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