Question

how many non square no lies between sq. of 27 and sq. 26
$between \: 27 {}^{2} \: and \: 26 {}^{2}$
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Answer 1

Step-by-step explanation:

25 = 5^2

36 = 6^2

5 and 6 both are consecutive numbers, so there is no possibility of having any other perfect square,

\bold{ practical}practical

Numbers between 25 and 36

• 26 { not perfect square }

• 27 { not perfect square}

• 28 { not perfect square }

• 29 { not perfect square }

• 30 { not perfect square }

• 31 { not perfect square }

• 32 { not perfect square }

• 33 { not perfect square }

• 34 { not perfect square }

• 35 { not perfect square }

From this we get that there are 10 non perfect square between 25 and 36.

Answer 2

Step-by-step explanation:

25 = 5^2

36 = 6^2

5 and 6 both are consecutive numbers, so there is no possibility of having any other perfect square,

\bold{ practical}practical

Numbers between 25 and 36

• 26 { not perfect square }

• 27 { not perfect square}

• 28 { not perfect square }

• 29 { not perfect square }

• 30 { not perfect square }

• 31 { not perfect square }

• 32 { not perfect square }

• 33 { not perfect square }

• 34 { not perfect square }

• 35 { not perfect square }

From this we get that there are 10 non perfect square between 25 and 36.