Question

8. Find the smallest number by which 2300
root of the quotient
must be divided to get a quotient
perfect square.
as a
haast number that must​

Answer 1

Find the smallest

Class 8th

Answer

At first we have to find,

The square root of 2300

So, the square root of 2300 is:

The remainder is 91

Hence,

(47)2 < 2300

Now, the next perfect square number is (48)2 = 2304 > 2300

Hence,

The smallest number that must be added to 2300 to get a perfect square is:

2304 – 2300

= 4

Step-by-step explanation:

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