Math, asked by MehakN12, 9 hours ago

By the smallest value of 648 and divided to get the perfect square

Answers

Answered by ningombamrishi93
1

Answer:

648 should be divided by 8. you will get 81 which is a perfect square of 9

Answered by sayantan735
1

Answer:

2

Step-by-step explanation:

Factors of 648 = 2 × 2 × 2 × 9 × 9

∴ 648 = 2 × (2² × 9²)

Here, we can see that the terms in the brackets are square terms. But there is an extra 2.

Number to be divided = 2 (ANS)

Verification:

If we divide 648 by 2, we get –

 \frac{648}{2}  = 324

Now if we take the square root of 324 –

 \sqrt{324}  = 18

So, we get an integer as the root.

324 is a perfect square (VERIFIED)

Number to be divided = 2

Hope this helps you :)

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