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Simplifying 3s + 5(2183 + -1s) = 9341 3s + (2183 * 5 + -1s * 5) = 9341 3s + (10915 + -5s) = 9341 Reorder the terms: 10915 + 3s + -5s = 9341 Combine like terms: 3s + -5s = -2s 10915 + -2s = 9341 Solving 10915 + -2s = 9341 Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Add '-10915' to each side of the equation. 10915 + -10915 + -2s = 9341 + -10915 Combine like terms: 10915 + -10915 = 0 0 + -2s = 9341 + -10915 -2s = 9341 + -10915 Combine like terms: 9341 + -10915 = -1574 -2s = -1574 Divide each side by '-2'. s = 787 Simplifying s = 787
| 8-6m= | | 2-8=-7 | | 172-y=240 | | 5x+5.6=8x | | x^2+2.5x-6=0 | | 170=-x+225 | | -5x-5x=-8+28 | | 15y^3-20y^2-75y=0 | | x^2+5/2x-6 | | 7x-2x=16 | | 170=-x-225 | | -2(-6)-18=y | | 1/14-14/x | | n+88=45n | | 38=193-x | | 6t+5(1-4t)= | | 14f+11=83-f | | 6x^2-12xy-5x+10y= | | x+7x=-9-55 | | 2b-3-8b-6= | | 6m-8=2+8m-1 | | x/6+18=240 | | -14-5a=8a+40 | | 10r-15=9 | | 84+26t+2t^2= | | 4(-7)+26=y | | 3y=4+ | | a^2-5ab+6b^2= | | 2(3z-9)-3(z-8)= | | 3+6(2+7)= | | -5(10)+50= | | -5n+50=0 |