Stepwise Algebra Results
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1
4a+3b-2(a-5)+6b-7 = 4a+3b-2a+10+6b-7 = (4a-2a)+(3b+6b)+(10-7) = 2a+9b+3
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2
8x-(2x+5)+3(1-x)+12 = 8x-2x-5+3-3x+12 = (8x-2x-3x)+(-5+3+12) = 3x+10
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3
2(3m-4n+5)-(m-2n-7) = 6m-8n+10-m+2n+7 = (6m-m)+(-8n+2n)+(10+7) = 5m-6n+17
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4
9p-[4p-(3-p)]+2 = 9p-(4p-3+p)+2 = 9p-(5p-3)+2 = 9p-5p+3+2 = 4p+5
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5
(6c-9d+4)+(3d+7-2c) = 6c-9d+4+3d+7-2c = (6c-2c)+(-9d+3d)+(4+7) = 4c-6d+11
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6
(-5x+3y-8)+(11x-2y+1) = -5x+3y-8+11x-2y+1 = (-5x+11x)+(3y-2y)+(-8+1) = 6x+y-7
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7
(a-2b+3c)+(4a+b-c+6) = a-2b+3c+4a+b-c+6 = (a+4a)+(-2b+b)+(3c-c)+6 = 5a-b+2c+6
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8
(2g+5h-4)-(7g-3h+12) = 2g+5h-4-7g+3h-12 = (2g-7g)+(5h+3h)+(-4-12) = -5g+8h-16
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9
(4-3m+8n)-(10m-6+n) = 4-3m+8n-10m+6-n = (-3m-10m)+(8n-n)+(4+6) = -13m+7n+10
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10
(3p-4q+7r-9)-(5p+2q-r) = 3p-4q+7r-9-5p-2q+r = (3p-5p)+(-4q-2q)+(7r+r)-9 = -2p-6q+8r-9