(c-d)(2c+d)(3c+d)=

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Solution for (c-d)(2c+d)(3c+d)= equation: 


Simplifying
(c + -1d)(2c + d)(3c + d) = 0

Multiply (c + -1d) * (2c + d)
(c(2c + d) + -1d * (2c + d))(3c + d) = 0
((2c * c + d * c) + -1d * (2c + d))(3c + d) = 0

Reorder the terms:
((cd + 2c2) + -1d * (2c + d))(3c + d) = 0
((cd + 2c2) + -1d * (2c + d))(3c + d) = 0
(cd + 2c2 + (2c * -1d + d * -1d))(3c + d) = 0
(cd + 2c2 + (-2cd + -1d2))(3c + d) = 0

Reorder the terms:
(cd + -2cd + 2c2 + -1d2)(3c + d) = 0

Combine like terms: cd + -2cd = -1cd
(-1cd + 2c2 + -1d2)(3c + d) = 0

Multiply (-1cd + 2c2 + -1d2) * (3c + d)
(-1cd * (3c + d) + 2c2 * (3c + d) + -1d2 * (3c + d)) = 0
((3c * -1cd + d * -1cd) + 2c2 * (3c + d) + -1d2 * (3c + d)) = 0

Reorder the terms:
((-1cd2 + -3c2d) + 2c2 * (3c + d) + -1d2 * (3c + d)) = 0
((-1cd2 + -3c2d) + 2c2 * (3c + d) + -1d2 * (3c + d)) = 0
(-1cd2 + -3c2d + (3c * 2c2 + d * 2c2) + -1d2 * (3c + d)) = 0

Reorder the terms:
(-1cd2 + -3c2d + (2c2d + 6c3) + -1d2 * (3c + d)) = 0
(-1cd2 + -3c2d + (2c2d + 6c3) + -1d2 * (3c + d)) = 0
(-1cd2 + -3c2d + 2c2d + 6c3 + (3c * -1d2 + d * -1d2)) = 0
(-1cd2 + -3c2d + 2c2d + 6c3 + (-3cd2 + -1d3)) = 0

Reorder the terms:
(-1cd2 + -3cd2 + -3c2d + 2c2d + 6c3 + -1d3) = 0

Combine like terms: -1cd2 + -3cd2 = -4cd2
(-4cd2 + -3c2d + 2c2d + 6c3 + -1d3) = 0

Combine like terms: -3c2d + 2c2d = -1c2d
(-4cd2 + -1c2d + 6c3 + -1d3) = 0

Solving
-4cd2 + -1c2d + 6c3 + -1d3 = 0

Solving for variable 'c'.

The solution to this equation could not be determined.

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