P=(1000+5c+15a)-(750+6c+8.50a)

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Solution for P=(1000+5c+15a)-(750+6c+8.50a) equation: 


Simplifying
P = (1000 + 5c + 15a) + -1(750 + 6c + 8.50a)

Reorder the terms:
P = (1000 + 15a + 5c) + -1(750 + 6c + 8.50a)

Remove parenthesis around (1000 + 15a + 5c)
P = 1000 + 15a + 5c + -1(750 + 6c + 8.50a)

Reorder the terms:
P = 1000 + 15a + 5c + -1(750 + 8.50a + 6c)
P = 1000 + 15a + 5c + (750 * -1 + 8.50a * -1 + 6c * -1)
P = 1000 + 15a + 5c + (-750 + -8.5a + -6c)

Reorder the terms:
P = 1000 + -750 + 15a + -8.5a + 5c + -6c

Combine like terms: 1000 + -750 = 250
P = 250 + 15a + -8.5a + 5c + -6c

Combine like terms: 15a + -8.5a = 6.5a
P = 250 + 6.5a + 5c + -6c

Combine like terms: 5c + -6c = -1c
P = 250 + 6.5a + -1c

Solving
P = 250 + 6.5a + -1c

Solving for variable 'P'.

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

Simplifying
P = 250 + 6.5a + -1c

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