MHB Finding a number given conditions on the digits

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The integer in question must be a multiple of five, three, and seven, with unique digits. The tens place digit is a square number, the hundreds place digit is a cube, and the hundreds thousands place digit is both a square and a cube. Additionally, only the hundreds place digit is larger than the digits in the ones place. The discussion emphasizes the importance of showing work to facilitate assistance from math helpers. The criteria apply to both positive and negative versions of the number.
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The question is:
There is only one integer that can be the to this problem.It is a multiple of five,three,seven.No digit occurs ore than once.Can you find the number? The digit in the tens place is a square number.The digit in the hundreds place is a cube.The digit in the hundreds thousands place is both a square and a cube.Only the digit in the hundreds place is larger than the digits in the ones place.

What is the integer?Do these criteria apply to both the negative and positive signs of that number?
 
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Hi. (Wave) Welcome to MHB. We ask that you post any of your work that you've tried to show some effort so it becomes easier for the math helpers to assist you in the problem. It becomes much easier for them to help when they know what you have tried and up to what level you understand the question.

Thank you and be sure to stick around :o
 

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