M=a(a+b)(a+c)

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Solution for M=a(a+b)(a+c) equation: 


Simplifying
M = a(a + b)(a + c)

Multiply (a + b) * (a + c)
M = a(a(a + c) + b(a + c))
M = a((a * a + c * a) + b(a + c))

Reorder the terms:
M = a((ac + a2) + b(a + c))
M = a((ac + a2) + b(a + c))
M = a(ac + a2 + (a * b + c * b))
M = a(ac + a2 + (ab + bc))

Reorder the terms:
M = a(ab + ac + a2 + bc)
M = a(ab + ac + a2 + bc)
M = (ab * a + ac * a + a2 * a + bc * a)

Reorder the terms:
M = (abc + a2b + a2c + a3)
M = (abc + a2b + a2c + a3)

Solving
M = abc + a2b + a2c + a3

Solving for variable 'M'.

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

Simplifying
M = abc + a2b + a2c + a3

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