Math, asked by gyanraushankumar230, 9 months ago


b) The number of non-perfect square numbers which lie between the squares of 91 and 92 is
(i) 182
(ii) 91
(iii) 92
(iv) 184​

Answers

Answered by chayanika15
22

Answer:

(iv)184

Step-by-step explanation:

The number of non-perfect square numbers which lie between the squares of two consecutive numbers can be found by the following method

greater number × 2

Here, both the numbers, i.e., 91 and 92 are consecutive. So, we will use the above formula. The greater number, here, is 92.

Therefore, 92 × 2

= 184

Thus, the answer will be (iv) 184.

Answered by prince887748
7

Answer:

Optipon D

184

Step-by-step explanation:

Hope it will help you

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