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Simplifying 5(3s + 7) = 80 Reorder the terms: 5(7 + 3s) = 80 (7 * 5 + 3s * 5) = 80 (35 + 15s) = 80 Solving 35 + 15s = 80 Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Add '-35' to each side of the equation. 35 + -35 + 15s = 80 + -35 Combine like terms: 35 + -35 = 0 0 + 15s = 80 + -35 15s = 80 + -35 Combine like terms: 80 + -35 = 45 15s = 45 Divide each side by '15'. s = 3 Simplifying s = 3
| 3x^2-3x-31=0 | | 2x^2+12x+36=7 | | 5(a-3)=100 | | -x-0.2x=9 | | x+1/2x=27 | | (u-5)*9=54 | | (u-8)*9=54 | | (q-6)*6=54 | | 11+2.1=26 | | -10(s+5)=-86 | | -10(s*5)=-86 | | -y=7x+56 | | 2(f-1)=-8 | | -6(2t+2)=0 | | (x*x)+(2x)+(1)=4 | | 2(4w+10)=-27 | | -90=-9(6+2z) | | -5x-7x=24 | | x+5*5=70 | | 7x-16=(x+8)+4x | | 5(y+5)+4=49 | | 5(3s+4)=215 | | 5(2l+7)=95 | | [4x]+9=9 | | 5(a-6)=50 | | (u+3)*7=42 | | (q-10)*2=12 | | x-(3x+8)=12 | | (e+1)*4=16 | | 3x^4-10x+12=0 | | 6(4w+2)=16 | | -5(2t+7)=-85 |