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Simplifying s = 3m + 3z Solving s = 3m + 3z Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Simplifying s = 3m + 3z
| x^4+3x^2=4 | | 9y=-2(y+1) | | 9x-42=2x | | 8y-15y+7= | | -2(-4z)=64 | | 3x+7y= | | 2(5z)=-80 | | 10b^2-8b-7=0 | | x+43=38 | | -11m+6m=11-31 | | -5(3p+4)-25=3(2p+6) | | 2(c-6)=3(c-7) | | 8-6n+2n=43-95 | | 2y-4(2y+4)=-4-2(-1-y) | | 2(0)+6=y | | (2x+4)(5x-6)= | | 29=5-3h | | 4*-3+7= | | 4*-3=7 | | 2(5z-1)-5(z+2)=2(z+1) | | 5+2n-4=5n+2-2n | | -14=-7t | | 10p-11=-2p+7 | | 3.5q-2.7-3.9q=-1.4q-5.2 | | 2(3x-4)-(2x-4)= | | 45-23=x | | 25x-30x-16=0 | | -16-9-2= | | 4(x+15)=17x | | -4y+8=5y+9 | | -4(-2+5)= | | 5t^2+14x+3=0 |