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Simplifying n = q(2 + m) n = (2 * q + m * q) Reorder the terms: n = (mq + 2q) n = (mq + 2q) Solving n = mq + 2q Solving for variable 'n'. Move all terms containing n to the left, all other terms to the right. Simplifying n = mq + 2q
| m=q(2+n) | | 4(x-a)+5b=5x+a | | 2-(4x-17)=4-3(2x+5) | | 3n+5m= | | -2s(5st+3t)= | | 8(x-1)=3(2x+4) | | 2a-3b+4c=d | | 2(3x+4)=2(x-10) | | 4(x-a)+b=5x+a | | 2(x-1)-3(2x-3)=4(-5x+7)+x | | 3x-6=5x-18 | | 2x-18x=0 | | 5(x-3)=4(2x+7) | | 3x-8=x-9 | | 6+(-7)= | | L(L-2)=168 | | 143-6x=30x+15 | | 2c+4+3c= | | (3)k=18 | | 4z(z+15)=-144 | | 2x+31=12x-59 | | 2+6y=32 | | (3y+5)(y^2-3y+4)=0 | | -9.3+r=5.1 | | 4x-2=40x+25 | | -8x+1=23 | | -10-4x=2 | | 4x+12=7(x+3) | | 8x-5=2y | | 10x-7=2y | | 3u^2+10u=-3 | | 3u^2+10u=-3 |