V(x+1)-v(x+4)=m

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Solution for V(x+1)-v(x+4)=m equation: 


Simplifying
V(x + 1) + -1v(x + 4) = m

Reorder the terms:
V(1 + x) + -1v(x + 4) = m
(1 * V + x * V) + -1v(x + 4) = m
(1V + xV) + -1v(x + 4) = m

Reorder the terms:
1V + xV + -1v(4 + x) = m
1V + xV + (4 * -1v + x * -1v) = m
1V + xV + (-4v + -1vx) = m

Reorder the terms:
1V + -4v + -1vx + xV = m

Solving
1V + -4v + -1vx + xV = m

Solving for variable 'V'.

Move all terms containing V to the left, all other terms to the right.

Add '4v' to each side of the equation.
1V + -4v + -1vx + 4v + xV = m + 4v

Reorder the terms:
1V + -4v + 4v + -1vx + xV = m + 4v

Combine like terms: -4v + 4v = 0
1V + 0 + -1vx + xV = m + 4v
1V + -1vx + xV = m + 4v

Add 'vx' to each side of the equation.
1V + -1vx + vx + xV = m + 4v + vx

Combine like terms: -1vx + vx = 0
1V + 0 + xV = m + 4v + vx
1V + xV = m + 4v + vx

Reorder the terms:
1V + -1m + -4v + -1vx + xV = m + 4v + vx + -1m + -4v + -1vx

Reorder the terms:
1V + -1m + -4v + -1vx + xV = m + -1m + 4v + -4v + vx + -1vx

Combine like terms: m + -1m = 0
1V + -1m + -4v + -1vx + xV = 0 + 4v + -4v + vx + -1vx
1V + -1m + -4v + -1vx + xV = 4v + -4v + vx + -1vx

Combine like terms: 4v + -4v = 0
1V + -1m + -4v + -1vx + xV = 0 + vx + -1vx
1V + -1m + -4v + -1vx + xV = vx + -1vx

Combine like terms: vx + -1vx = 0
1V + -1m + -4v + -1vx + xV = 0

The solution to this equation could not be determined.

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