SOLUTION: If a^2 ≠ b^2 then (a^2 - b^2)/(b^2 -a^2) + (a - b)/(b - a) = a a - b /a + b b a^2 - b^2 c -2 d 0 e 2
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-> SOLUTION: If a^2 ≠ b^2 then (a^2 - b^2)/(b^2 -a^2) + (a - b)/(b - a) = a a - b /a + b b a^2 - b^2 c -2 d 0 e 2
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Question 253043
:
If a^2 ≠ b^2 then (a^2 - b^2)/(b^2 -a^2) + (a - b)/(b - a) =
a a - b /a + b b a^2 - b^2 c -2 d 0 e 2
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JimboP1977(311)
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Lets say for arguments sake that a=0. That means b must be greater or less than zero.
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