find the smallest number by which 20480 must be divided to obtain a perfect cube
Answers
Let's factorize 20480 by LCM.
2 | 20480
2 | 10240
2 | 5120
2 | 2560
2 | 1280
2 | 640
2 | 320
2 | 160
2 | 80
2 | 40
2 | 20
2 | 10
5 | 5
| 1
20480 = 2^12 x 5 = (2^4)^3 x 5 = 16^3 x 5
16^3 x 5 divided by 5 gives 16^3.
∴ 5 is the smallest number by which 20480 is divided to obtain a perfect cube.
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