is 5324 a perfect cube? If not,find the smallest natural number by which 5324 must be divided to get a perfect? with steps
Answers
Answered by
7
Answer:No, 4
Step-by-step explanation:
5324=2*2*11*11*11
Therefore,
4 is the smallest number that should be divided by 5324.
Answered by
6
Steps to do the problem
1 do prime factorisation
2 after doing 1st step check the repetition of numbers
(Remember repetition of each number must be equal to 3 or multiples of 3 because they have asked the cube root of the number )
3 then multiply each of the number with the remaining numbers for once (2,3,2,3,3,2,4,4,4,=2*3*4)
4 If u find any number repeating less than or than 3 times divide it by that number
And then repeat the 3rd step again
1 do prime factorisation
2 after doing 1st step check the repetition of numbers
(Remember repetition of each number must be equal to 3 or multiples of 3 because they have asked the cube root of the number )
3 then multiply each of the number with the remaining numbers for once (2,3,2,3,3,2,4,4,4,=2*3*4)
4 If u find any number repeating less than or than 3 times divide it by that number
And then repeat the 3rd step again
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