By which number should we multiply 243463 to make it a a perfect square
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Answer:
Given 7623,
Resolve 7623 into prime factors, we get
7623=3×3×7×11×11=(3
2
×11
2
×7)
Now to get perfect square we have to multiply the above equation by 7
Then we get, 7623=3×3×7×7×11×11
New number =(9×49×121)
=(3
2
×7
2
×11
2
)
Taking squares as common from the above equation we get
∴ New number =(3×7×11)
2
=(231)
2
Hence, the new number is square of 231
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