multiply 6561 by the smallest no. so that the product is a perfect cube root . also find the cube root of the product
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Hello Dear!!!
Here's your answer...
6561.
Firstly... we have to do prime factorization...
6561 = 3^8
6561 = 3^3 × 3^3 × 3^2
One 3 is left with power 2....
If you multiply with 3 then the power becomes 3...
Then it can be perfect cube....
So... it should be multiplied with 3..
And the cube root is 27...
Because 3*3*3 = 27.
____________________________
Hope this helps you....
Here's your answer...
6561.
Firstly... we have to do prime factorization...
6561 = 3^8
6561 = 3^3 × 3^3 × 3^2
One 3 is left with power 2....
If you multiply with 3 then the power becomes 3...
Then it can be perfect cube....
So... it should be multiplied with 3..
And the cube root is 27...
Because 3*3*3 = 27.
____________________________
Hope this helps you....
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