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Simplifying 2(3s + 5) = 46 Reorder the terms: 2(5 + 3s) = 46 (5 * 2 + 3s * 2) = 46 (10 + 6s) = 46 Solving 10 + 6s = 46 Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Add '-10' to each side of the equation. 10 + -10 + 6s = 46 + -10 Combine like terms: 10 + -10 = 0 0 + 6s = 46 + -10 6s = 46 + -10 Combine like terms: 46 + -10 = 36 6s = 36 Divide each side by '6'. s = 6 Simplifying s = 6
| 6(2l+2)=72 | | 2(a-10)=8 | | (u-9)*9=63 | | 36x+56y=41 | | (q-5)*2=4 | | (4s-9)-(2s+7)= | | -9y-4y= | | 12x-9y-3x-5y= | | 9+6m+m^2+8=0 | | q+21-7=2 | | 2(5+3)=26 | | 6y-11=32 | | 5y-15-25y= | | -8x+11=6-3x | | x/(x^2-1) | | mx-3=2x^2-3x-4 | | (10/x)=10 | | (10/x)=20 | | 6x*-7x+1=0 | | 1/4*30 | | 6/x=0.5 | | 3p-5-p+9= | | (1.5/x)=0.6 | | (2/x)=4 | | 0=2x+1+x-4 | | Y+8.1=20 | | x+10-22=8 | | 4x+7=1-2x | | 9x+4=x+36 | | 12x+32=6+x | | 5-8x=0 | | 7x-10=6+5x |