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40x=-50(x-2
We move all terms to the left:
40x-(-50(x-2)=0
We calculate terms in parentheses: -(-50(x-2), so:
-50(x-2
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-50(x-2
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-50(x-2
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-50(x-2
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-50(x-2
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-50(x-2
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-50(x-2
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-50(x-2
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-50(x-2
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| 13g+8-16g-3=0 | | a=8.24 | | 2(x)=4(x^2)-x+2 | | -72=-6(7n+5) | | 3x=-75-5x(-12) | | 2(3t-5)+3(4t-1=59 | | 2(3t-5)+3(4t-1)=69 | | 5/9(8+c)=−20 | | 1x−4−5x+1=1x2−3x−4 | | 5/9(8+c)=10 | | 5/9(8+c)=−20 | | 4(8-4x)=6x-2(3-8x) | | 5q+7=6 | | 2(k+7)+8(-1+6k)=56 | | 80=8(8+x) | | 2(k+7)+8(-1+6k)=5G | | 5q+7=6,5 | | k−10=−27 | | –16.12+x=42.36 | | 9q+9=q | | 9-h=-1 | | 12+7n=3(n+8) | | 5x^2-4x-17=0 | | 5(x+2)-5x=15 | | 27+p=35 | | 160=8(4-2x) | | (1/6)x(3/20)x(5/42)x(7/72)x(x)=1/384 | | -4m+6=10-2m | | Y=25x+900 | | -7/6n=0.28 | | (3x+5)/2=(4x-3)/3 | | 200=104-v |