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((-8-(-3k)/2=11))
We move all terms to the left:
((-8-(-3k)/2-(11)))=0
We multiply all the terms by the denominator
((-8-(-3k)=0
We calculate terms in parentheses: +((-8-(-3k), so:
(-8-(-3k
We calculate terms in parentheses: +((-8-(-3k), so:
(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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(-8-(-3k
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| 9a-5a-30=-14 | | 3x2=-55 | | 8(s+59)=0 | | -2(3x+27)=-6(x+9) | | -8-(-3k)/2=11 | | -8c+61=11 | | 4h-29=47 | | 7(6-z)=-z | | 7(2h-5)=40 | | 4w+15=79 | | 81+4v=13v | | 8z-7=2z-7+5z | | 4a/5=16 | | 16d−15d=6 | | -13+3g=2 | | 3k+7k=10 | | 3b-(-5)=14 | | 2(x+3)=(10+5)=54 | | 21+40=14x+87-22x | | 80=0.0865t^2 | | 3w-10=30 | | 2(x+)=(10+5)=54 | | 2x-3x-6=-14 | | -3-x=-4(2x+7) | | 6m-5m=2 | | 5(3x+2)=13x+4 | | 15k+114=5(3k+22) | | 30-12÷5=v | | -3m−10=-4m | | 1/2(4-6)+6x=7(x+1) | | 3P=5v+12 | | 3w+13=7 |