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Simplifying 8x + 10y = 3938 Solving 8x + 10y = 3938 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '-10y' to each side of the equation. 8x + 10y + -10y = 3938 + -10y Combine like terms: 10y + -10y = 0 8x + 0 = 3938 + -10y 8x = 3938 + -10y Divide each side by '8'. x = 492.25 + -1.25y Simplifying x = 492.25 + -1.25y
| 8x+30=6x+18 | | f/7=15 | | w-4=(32-2w)^(1/2) | | a^2+8a+20= | | 65=13y | | 2/x-2=x/x-2-2 | | 182746383+53948=x | | 3p+5=9+2p | | P-4=-4(6x+3) | | 12m+150= | | 16x^4+54x=0 | | 8-(-8)+9= | | v^2-8-9=0 | | K=2j | | 3-Z=2/Z | | 12m+100= | | (3sin(x/2))/2=0 | | x+2.6=-4 | | 3m-5=m-7 | | a^4-7a^2-10=0 | | 0.4m=0.2(3m)+4.8 | | 3/4-12=27 | | 1.4z=1.8z | | 10/12-1/4= | | x^(1/9)=243 | | -1+3=-4+24x | | 10a^2=11a-3 | | 4x+7=-17-2 | | x+109=465 | | tan2x=(4/5) | | (p)+(p+15)+(180-(2p+15))=180 | | 492.25+-1.25y+y=465 |