(3a-2b)(5b-4a-1)=c

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Solution for (3a-2b)(5b-4a-1)=c equation: 


Simplifying
(3a + -2b)(5b + -4a + -1) = c

Reorder the terms:
(3a + -2b)(-1 + -4a + 5b) = c

Multiply (3a + -2b) * (-1 + -4a + 5b)
(3a * (-1 + -4a + 5b) + -2b * (-1 + -4a + 5b)) = c
((-1 * 3a + -4a * 3a + 5b * 3a) + -2b * (-1 + -4a + 5b)) = c

Reorder the terms:
((-3a + 15ab + -12a2) + -2b * (-1 + -4a + 5b)) = c
((-3a + 15ab + -12a2) + -2b * (-1 + -4a + 5b)) = c
(-3a + 15ab + -12a2 + (-1 * -2b + -4a * -2b + 5b * -2b)) = c

Reorder the terms:
(-3a + 15ab + -12a2 + (8ab + 2b + -10b2)) = c
(-3a + 15ab + -12a2 + (8ab + 2b + -10b2)) = c

Reorder the terms:
(-3a + 15ab + 8ab + -12a2 + 2b + -10b2) = c

Combine like terms: 15ab + 8ab = 23ab
(-3a + 23ab + -12a2 + 2b + -10b2) = c

Solving
-3a + 23ab + -12a2 + 2b + -10b2 = c

Solving for variable 'a'.

Combine like terms: c + -1c = 0
-3a + 23ab + -12a2 + 2b + -10b2 + -1c = 0

The solution to this equation could not be determined.

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