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0=(8-2x)/(5)
We move all terms to the left:
0-((8-2x)/(5))=0
We add all the numbers together, and all the variables
-((-2x+8)/5)+0=0
We add all the numbers together, and all the variables
-((-2x+8)/5)=0
We multiply all the terms by the denominator
-((-2x+8)=0
We calculate terms in parentheses: -((-2x+8), so:
(-2x+8
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(-2x+8
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(-2x+8
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(-2x+8
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(-2x+8
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(-2x+8
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(-2x+8
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(-2x+8
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(-2x+8
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(-2x+8
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| (x+4)-2(4-5x)=5(x+3)-1 | | -1/3(9x-12(=4-4x | | 4=17-3x | | 3=17-3x | | -2(x-2)+7x=-10+x+19 | | -2(x-2)+8x=-11+x+21 | | 2x-2=4x+2=180 | | 9x+1=10x-13 | | Y=-25x+6x+1 | | 45=14w-9w | | 11x-31=6x+34 | | (9x-4)=(2x+19)=180 | | 2x=165 | | 3(x-1)+4x=x-7 | | 9x+10+3x+8=7x+3 | | 3+7x-2=4x+3-x | | 24.3(8)=x | | 43+8x=11 | | 8z-77=6z-53 | | 6s-70=s | | 7v-30=2v=12 | | 6/4d=52 | | (1/4)x-5=x-14 | | 5p-57=2p+6 | | 2p=5p-24 | | 3v+6=2v+12 | | -2x-3+46x*3=-25 | | 5.7g+3=3.7g+15 | | 6x-3+2x=8x+7-8 | | 6x+14=8x+12 | | 7x^2+18x-8=0 | | 2/3-1/6=5/6x-2)3 |