Asked by Caroline
Please help with this problem!!
Assume a, b and c are positive integers such that c cubed=a squared-b squared. If c is the least odd integer for which this is true, what is the least possible value of b?
Assume a, b and c are positive integers such that c cubed=a squared-b squared. If c is the least odd integer for which this is true, what is the least possible value of b?
Answers
Answered by
Reiny
Caroline
OK, I am working the math questions down from the latest posts, and I notice a lot of questions by you without showing any effort on your part.
Show me what you have so far, and perhaps I can guide you through the problems.
OK, I am working the math questions down from the latest posts, and I notice a lot of questions by you without showing any effort on your part.
Show me what you have so far, and perhaps I can guide you through the problems.
Answered by
Reiny
BTW
36 - 9 = 27
27 = 6^2 - 3^2
36 - 9 = 27
27 = 6^2 - 3^2
Answered by
quintin
Previous balance = $179.32
Annual rate = 16%
Finance charge = $ a0
New purchases = $117.42
Payments/credits = $85.00
New balance = $ a1
Annual rate = 16%
Finance charge = $ a0
New purchases = $117.42
Payments/credits = $85.00
New balance = $ a1
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