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Cube Arranger (Posted on 2024-03-22)

Find the smallest distinct positive integers, M and N such that you can rearrange the digits of M to get N, and you can rearrange the digits of M³ to get N³. [Leading zeroes are not allowed.]

Submitted by K Sengupta

Rating: 5.0000 (1 votes)

Solution: (Hide)

(M,N) = (101, 110) Since: (M^3,N^3) = (1030301, 1331000)
For an explanation, refer to the solution submitted by Larry in this location.

Comments: ( You must be logged in to post comments.)

Subject	Author	Date
computer solution	Charlie	2024-03-22 10:00:23
A guess	Jer	2024-03-22 09:10:46
Computer solution	Larry	2024-03-22 09:09:45

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