Question

4. Find the least number by which the given number should be divided to get a perfect square
number. In each case, find the number whose square is the resulting new number.
ii. 5103
iii. 3200
i 2800
1. 22050
v. 9408
vi. 7442​

Answer 1

Answer:

hggjkghgh gkhrkh

Step-by-step explanation:

fjhgurh rhg f hhrjiyn iukrh rrgtnkj rhirh,regm fhrkhtkfe ghreihr bgighkg fhrh hrhktghtohg ghtgr hjgrnfbr,htnljg gkrhir hgrkrnhkt hgrhjtng krhhrkhrhb figgr mhgkrhlkf, khgrkhrke fkrjjlkrnhr, gkrhghrh,

Answer 2

Answer:

Given 4851,

Resolve 4851 into prime factors, we get

4851=3×3×7×7×11=(3

2

×7

2

×11)

Now to get perfect square we have to divide the above equation by 11

Then we get, 4851/11=3×3×7×7

New number =(9×49)

=(3

2

×7

2

)

Taking squares as common from the above equation we get

∴ New number =(3×7)

2

=(21)

2

Hence, the new number is square of 21

Step-by-step explanation:

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