I'm struggling to solve A$(1+x)^{n}x = Bx + C(1+x)^{n}$ for x. The first idea I had was substituting $\tau=(1+x)^{n}$ but it led me nowhere. Trying to use logarithms didn't lead me anywhere either... any hints?
2026-04-06 09:03:28.1775466208
Solve A$(1+x)^{n}x = Bx + C(1+x)^{n} $
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