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Simplifying S = a(b + c) S = (b * a + c * a) S = (ab + ac) Solving S = ab + ac Solving for variable 'S'. Move all terms containing S to the left, all other terms to the right. Simplifying S = ab + ac
| (3x+2)+(2x-7)=180 | | =7(7+5m)+(m+6)4 | | 5x+15=3+7x-6 | | x^3+y^7=6 | | 6x+2=47 | | X+14=x+3 | | 10x+5=12x-6 | | 3.2x=1.6x+5.0 | | -48x/6=-32 | | -7=0.20p-1 | | -9y+-5.3y+(-5.7)+(-4.8)= | | -6x-14=3x+22 | | =5(8+m)+2(7+7m) | | -40x/5=-40 | | 2x=3+9+8x | | -36-12k=12(2+6k) | | 8x+4(x+6)=6(x+2) | | (g^5w+1)(g^3w+5)= | | -4r^2+80r-360=0 | | 24/5-X=-36/5 | | 3x+7=5x+50 | | 68x/4=34 | | 6X-9=3(X+9) | | 3.6x=2.6+8.0 | | 8x=10x+2+x+3-6 | | X-29/5=-17/5 | | 63=3x+7+5x+50 | | 31v=434 | | 14n+12=40 | | log[3](9x)= | | -9d+5d+4+(-3.1)= | | 7(x-8)=3x+20 |