C= V1-V2 ÷ A2 LV1
(possibles)
V2 ÷ Ca2L+1 or V2+A2LC
V2 ÷ 1-Ca2L or V2 -a2LC
+23254 I am going to assume that the problem is: C = (V1 - V2) ÷ (A²LV1)
Multiply both sides by A²LV1: CA²LV1 = V1 - V2
Get all the V1's to one side: CA²LV1 - V1 = -V2
Factor out V1: V1(CA²L - 1) = -V2
Divide: V1 = -V2 / (CA²L - 1)
Multiply the numerator and the denominator by -1: V1 = V2 / (1 - CA²L)
+23254 I am going to assume that the problem is: C = (V1 - V2) ÷ (A²LV1)
Multiply both sides by A²LV1: CA²LV1 = V1 - V2
Get all the V1's to one side: CA²LV1 - V1 = -V2
Factor out V1: V1(CA²L - 1) = -V2
Divide: V1 = -V2 / (CA²L - 1)
Multiply the numerator and the denominator by -1: V1 = V2 / (1 - CA²L)
