I have the following Algebraic expression:
(2a^4bc + a^3b^2 + a^3(c^2+2cd)d + a^2b^3d + a^2b(4c^3-c^2d-6cd^2+2d^3) + 2cd^2b^3 - b^3c^2d + b(2c^5-3c^4d+4c^3d^2+d^5-6cd^4+2c^2d^3) + ab^2(4c^3-c^2d-6cd^2+2d^3) + 2ab^4c + b(2c^5-3c^4d+4c^3d^2+2c^2d^3-6cd^4+d^5)) / ((a^2+c^2)(b^2+c^2)+2(ab-c^2)d^2+d^4)
The entire expression may not have been relevant but in any case, I want to arrange the expression in a certain form with terms in powers of (a/b) and/or ((c-d)/d) i.e. something*(a/b) + 2ndsomething*(a/b)^2 + 3rdsomething((c-d)/d) and so on.
I have looked at collect and excluded forms but haven’t been able to work out how to give me the result I want, not sure if it’s possible.
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