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Simplifying 5x + 1y + 8z = 129 Solving 5x + 1y + 8z = 129 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '-1y' to each side of the equation. 5x + 1y + -1y + 8z = 129 + -1y Combine like terms: 1y + -1y = 0 5x + 0 + 8z = 129 + -1y 5x + 8z = 129 + -1y Add '-8z' to each side of the equation. 5x + 8z + -8z = 129 + -1y + -8z Combine like terms: 8z + -8z = 0 5x + 0 = 129 + -1y + -8z 5x = 129 + -1y + -8z Divide each side by '5'. x = 25.8 + -0.2y + -1.6z Simplifying x = 25.8 + -0.2y + -1.6z
| 3x-5y+5x-2y= | | -t^2-14t=0 | | 64=5y-16 | | 4x+5=5x+70 | | 0.25q+0.1(3q)+0.05(3q-5)=1.85 | | 0.04x=0.05(6300-x) | | (3a+6)(5a^2+9a-8)= | | x^12=1.1 | | 40=240-80t | | 2x^6y^7/8x^6y^2= | | -5u+8(u+5)=28 | | 6(y-2)-4y=-32 | | 4w+4(w+8)=-32 | | d^2-4d-330=0 | | 5(b+6)=(7b+6) | | (-4a^5b^5)(9ab^4)= | | (x-60)+(x-40)+130+120+110+(x-20)=720 | | (M+6)=4m | | (x-60)+(x-40)+130+120+110+60=720 | | (X+6+2)=2(x+2) | | 2(0)+3y=2 | | 2(0)+3y=3 | | 7=3q-8 | | 2x+3(0)=5 | | 2x+3(0)=2 | | 2x+3(0)=3 | | (3x^2+8x-6)+(2x^2+2x+13)-(5x^2-18)= | | (-7/3)(-9) | | (6)(-5/3) | | -5/8x1/4 | | (-5/8)(1/4) | | (-8)(-5/4) |