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s+1=1
We move all terms to the left:
s+1-(1)=0
We add all the numbers together, and all the variables
s=0
| 11-5m=51-6m | | d+480=32 | | 6x+3/2x+90=360 | | 4x+28=2x+14 | | 8x-4=6x+6 | | 3/11=6/yy= | | 2(8r-2)=84 | | j+5=5 | | d+32=480 | | 3/2n=1/12 | | 92=a-6(1-8a) | | 86+6x+2x-7/4=166 | | 480d=32 | | -3x=-11=x+5 | | 4x+12=-6x+12 | | 6x+3/2x+90=180 | | 4x+12=-6+12 | | x-32=20-3x | | -6-36r=15r+15 | | 86+6x+2x-7÷4=166 | | -7(7n+3)=-266 | | 42c=120 | | 6n(-7)= | | -8p-2p=14-74 | | t-25.4=-44.8 | | 15=t–2 | | b+3/2b+(b=45)+(2b-90)+90=540 | | 8x-(3x+4))-10=0 | | |c+2|-7=-3 | | 10.50a+3.75=2071.50 | | R(r)=12r-0.02r2 | | 5(x-2)+3x=3x+4) |