Math, asked by mitalsavsani10, 9 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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