What is the answer to solvefor a,e=a(b-2d)+3c ?

The answer to solvefor a,e=a(b-2d)+3c is a=(e-3c)/(b-2d);\quad b\ne 2d

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solvefor a,e=a(b-2d)+3c

solve for

a, e = a (b - 2 d) + 3 c

a = \frac{e - 3 c}{b - 2 d}; b \neq = 2 d

Solution steps

e = a (b - 2 d) + 3 c

Switch sides

a (b - 2 d) + 3 c = e

Move

3 c

to the right side

a (b - 2 d) = e - 3 c

Divide both sides by

b - 2 d; b \neq = 2 d

a = \frac{e - 3 c}{b - 2 d}; b \neq = 2 d

- x - 12 (3 + 5 x) - 1 - 2 (- 19 + x) = 1009

x, - 3 x + 3 y = 6

43.98 = 3.9 + 4 (3.3 + 2.4 a)

20 - \frac{z}{3} = \frac{z}{2}

2 (7 + 5 y) - 3 y = - 35

What is the answer to solvefor a,e=a(b-2d)+3c ?
The answer to solvefor a,e=a(b-2d)+3c is a=(e-3c)/(b-2d);\quad b\ne 2d