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Simplifying 7(3s + 1) = 112 Reorder the terms: 7(1 + 3s) = 112 (1 * 7 + 3s * 7) = 112 (7 + 21s) = 112 Solving 7 + 21s = 112 Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Add '-7' to each side of the equation. 7 + -7 + 21s = 112 + -7 Combine like terms: 7 + -7 = 0 0 + 21s = 112 + -7 21s = 112 + -7 Combine like terms: 112 + -7 = 105 21s = 105 Divide each side by '21'. s = 5 Simplifying s = 5
| 35x^2-2x-1= | | -3m+5+6m=1+5m+3 | | 7(2l+9)=105 | | 6m+11=52 | | (9x-8)(2x-9)=0 | | V^2-16v+21= | | 3u-38=5(u-4) | | 10x-18=2x+2 | | 3q-4=8 | | 5(a-6)=25 | | -2x^2-11x-5=0 | | 54=7x+12 | | b*b=25 | | x=36m^3-8 | | (u-4)*10=80 | | 2*x^2-4*x-5=0 | | 23x(x)-22x=0 | | 9(43x-3)=15x | | (v)v-6v=0 | | -4(-11+4n)-3(-2n+9)= | | (q-4)*4=28 | | 11x^2-234x-7920=0 | | 4(3p-2)+5= | | 3e(5x)=74 | | 3(2x-7)=5(4x+2) | | C(150)=0.04(150)+9.95 | | r=(4x^2)(4x^2) | | -6(6b+8)=29-7b | | C(150)=0.04150+9.95 | | r=4x^2 | | -6a+5-4a=-16 | | 10y+80=360 |