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-1(2n+3)=2(-4n-3
We move all terms to the left:
-1(2n+3)-(2(-4n-3)=0
We calculate terms in parentheses: -(2(-4n-3), so:
2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
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2(-4n-3
| x÷2=4 | | Y/10=10y | | 3(1+6x)=-5(4(x+7) | | x−2=4 | | -1(2n+3)=2(-4-3n) | | 12x-1=2(6+5x)7 | | x+6=2. | | 235/6x=9 | | 6t/7=-3 | | (2x-5)+x+92=180 | | 9n=172 | | k+1/2=3/2 | | k+1/2=11/2 | | f(15)=0.76(15)+42.39 | | 3y-11-10y=12-22y+6 | | q-16=+16 | | 3/5x=8x | | 0.8-2x=1.4- | | 3x=9x7=49 | | 15-5r=7-4r | | 0.8+-2x=-1.4 | | r-8r=-6r-7 | | t-32.8=+32.8 | | 3(x-5)+2(x-5)=x-5 | | g+(-6)=-2 | | 9x+4x=180 | | k+17=+17 | | 3(x-6)-(3x-4)=8-4(3-x) | | -5+3x=1+2x | | 2x+13+23=180 | | 2x+1/2x=7.5 | | -8x=2=26 |