a(c+3)=b(2c+a)forc

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Solution for a(c+3)=b(2c+a)forc equation: 


Simplifying
a(c + 3) = b(2c + a) * forc

Reorder the terms:
a(3 + c) = b(2c + a) * forc
(3 * a + c * a) = b(2c + a) * forc
(3a + ac) = b(2c + a) * forc

Reorder the terms:
3a + ac = b(a + 2c) * forc

Reorder the terms for easier multiplication:
3a + ac = b * cfor(a + 2c)

Multiply b * cfor
3a + ac = bcfor(a + 2c)
3a + ac = (a * bcfor + 2c * bcfor)
3a + ac = (abcfor + 2bc2for)

Solving
3a + ac = abcfor + 2bc2for

Solving for variable 'a'.

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

Add '-1abcfor' to each side of the equation.
3a + -1abcfor + ac = abcfor + -1abcfor + 2bc2for

Combine like terms: abcfor + -1abcfor = 0
3a + -1abcfor + ac = 0 + 2bc2for
3a + -1abcfor + ac = 2bc2for

Combine like terms: 2bc2for + -2bc2for = 0
3a + -1abcfor + ac + -2bc2for = 0

The solution to this equation could not be determined.

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