Find the smallest number by which 5445 must be devided so that the guotient becomes a perfect square . Also find the square root of the qiotient
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5445=5*11*11*3*3
To make perfect square all prime no have a pair so here 5 nos has no.pair so we have to divide by 5to make perfect square
To make perfect square all prime no have a pair so here 5 nos has no.pair so we have to divide by 5to make perfect square
Answered by
0
Answer:
5
Step-by-step explanation:
5445 = 5 * 3*3*11*11
As you can see, there are two threes and two elevens. This number would be a perfect square if the 5 is absent. So divide 5445 by 5 to make it a perfect square.
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