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Simplifying 10s = 5 + 9s Solving 10s = 5 + 9s Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Add '-9s' to each side of the equation. 10s + -9s = 5 + 9s + -9s Combine like terms: 10s + -9s = 1s 1s = 5 + 9s + -9s Combine like terms: 9s + -9s = 0 1s = 5 + 0 1s = 5 Divide each side by '1'. s = 5 Simplifying s = 5
| 4+2c=12 | | t/-5=-13 | | 19x+4=21x-4 | | 340=L(1-.1) | | -9g+4=-10g+10 | | 2x+3(x+2)+9=55 | | 5p-3.5=p-0.5 | | 4+7a=25 | | 19+4=21X-4 | | 6x^2+10x=1 | | z/8-4=19 | | 9(x+6)+5(x+6)=5x-5 | | [sqrt[u-8]]=5 | | 5t=6t | | -s=8+7s | | 11x+9=97 | | -5x+44=4 | | 6u=-3+5u | | 4=5.6/X | | 4m-15=45 | | 3b+5=-4b-9 | | 2x^3-9x-5x=0 | | 9(3+v)+37v=10v | | 6x+19x=225 | | x*x-7x-54=0 | | n=280(1-.25) | | 9(3+v)+37v=10 | | (1[2+z]1)(1[5z-4]1)=0 | | -30=42+c | | 7v=1+8v | | 3(x-4)=1-(4x-15) | | 8m-15+7m=145 |