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Simplifying s = imp Solving s = imp Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Simplifying s = imp
| 5(x-4)-3x=-4(x+5)+6x | | 3n-5=4-8(6+5n) | | 6c^2+24c-27=0 | | 7(x+2)-2(3x-5)=11-(9-5x) | | x+5x-78=144 | | (6/5)(5/6) | | -3x+7=-9+49 | | 1/6(n-3)=-5 | | (3a)^2=a^2+4/3a | | 320(36+x)-515(34-x)-150=3809.2 | | 4(x+3)=6(x-10) | | 6=6*h | | 3k^2-21k+10=0 | | 75x-x^2=1406.25 | | .7x+3=17 | | -11-3k=-2(4k+3) | | 10x-11-8x=25 | | 320(36+x)-515(34-x)-150=38092 | | 7v+7=19v+3v+61 | | -0.1(z-3)=1.9(z-10) | | 1/2+6/8-2/4 | | 9.5+1.9x=x+31.1 | | -.9+.6x=3.9 | | 7v+7=19v+3v+16 | | 15+x=85 | | 48.75=x-0.25x | | 1.3(z-1)=-0.7(z+6) | | 48.75=x-0.25 | | 5/6x=7/10 | | 7v+7=19v+-3v+16 | | 4/5k-(k+1/3)=1/5(k+1) | | 515(34-x)+320(36+x)-150=38092.68 |