(31+cd)(4a+cd)=

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Solution for (31+cd)(4a+cd)= equation:


Simplifying
(31 + cd)(4a + cd) = 0

Multiply (31 + cd) * (4a + cd)
(31(4a + cd) + cd(4a + cd)) = 0
((4a * 31 + cd * 31) + cd(4a + cd)) = 0
((124a + 31cd) + cd(4a + cd)) = 0
(124a + 31cd + (4a * cd + cd * cd)) = 0
(124a + 31cd + (4acd + c2d2)) = 0

Reorder the terms:
(124a + 4acd + 31cd + c2d2) = 0
(124a + 4acd + 31cd + c2d2) = 0

Solving
124a + 4acd + 31cd + c2d2 = 0

Solving for variable 'a'.

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

Add '-31cd' to each side of the equation.
124a + 4acd + 31cd + -31cd + c2d2 = 0 + -31cd

Combine like terms: 31cd + -31cd = 0
124a + 4acd + 0 + c2d2 = 0 + -31cd
124a + 4acd + c2d2 = 0 + -31cd
Remove the zero:
124a + 4acd + c2d2 = -31cd

Add '-1c2d2' to each side of the equation.
124a + 4acd + c2d2 + -1c2d2 = -31cd + -1c2d2

Combine like terms: c2d2 + -1c2d2 = 0
124a + 4acd + 0 = -31cd + -1c2d2
124a + 4acd = -31cd + -1c2d2

Reorder the terms:
124a + 4acd + 31cd + c2d2 = -31cd + 31cd + -1c2d2 + c2d2

Combine like terms: -31cd + 31cd = 0
124a + 4acd + 31cd + c2d2 = 0 + -1c2d2 + c2d2
124a + 4acd + 31cd + c2d2 = -1c2d2 + c2d2

Combine like terms: -1c2d2 + c2d2 = 0
124a + 4acd + 31cd + c2d2 = 0

The solution to this equation could not be determined.

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