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b+2=
We move all terms to the left:
b+2-()=0
We add all the numbers together, and all the variables
b=0
| k/7-21=-14 | | a^2+a^2=24 | | 6-(4z-5)=5-5z | | -x+15=7+3x-5x | | 21bb=-4 | | 5z+4-3z=10+z+10 | | 4r+36/16=2r-24/2 | | (x^2-6x)(x^2-6x)-64=0 | | -x+15=7+3x+15 | | -4(x-4)=2(x-1 | | 26x-7-16x+2=26x-6-16x+17 | | -6(z-3)=7-5z | | -5=7(10-8x) | | 2^(3x-1)=3^(x-2 | | 500+n=80 | | 7^(x-5)=49^x. | | 3(x+7)=21-3x | | 3x=4x=4x | | 33(2x-5)=2(3x-1)+7 | | 8x=-12x+100 | | 1/2x+5=3/10x | | -x+10=30-2x | | x^2=85.5-5x | | 15+1.75x=7.50+2.25x | | k2-4k-21=0 | | 1=6+u/5 | | 6x=544 | | 3x+7x=24-6x | | 6=j8 | | 45+x=125 | | 2w^2=2*3w | | 12(x-1)-4(2x-1)=2(x+1) |