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Simplifying (x * 4) + (y * 2) = 106 Reorder the terms for easier multiplication: (4x) + (y * 2) = 106 Reorder the terms for easier multiplication: (4x) + (2y) = 106 Solving (4x) + (2y) = 106 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '(-2y)' to each side of the equation. (4x) + (2y) + (-2y) = 106 + (-2y) Combine like terms: (2y) + (-2y) = 0 (4x) + 0 = 106 + (-2y) (4x) = 106 + (-2y) Divide each side by '4'. x = 26.5 + (-0.5y) Simplifying x = 26.5 + (-0.5y)
| 0.35(2x+100)=x | | 6x=64 | | h(t)=-5t^2+40t+2 | | ax+7=9x+b | | 9z^2=-6+15 | | 2c-7=6 | | 99x+84=679 | | 62=8x-2 | | 8a+8=0 | | 2(a+7)=17.4 | | 18.8=3c-4 | | 3e-3=10.2 | | 4p=6.4 | | (6x^1/2)/x^1/2 | | 7(x-7)=-28 | | 4(a+2)=32 | | 31=4+4a | | 13/61 | | 1/2*(sin^2(2x)) | | 3q+6=19 | | X^3+6x-100=0 | | x=16(x+7) | | 5t^2+12t+9=0 | | X/3=29 | | 3/5*?=1/5 | | 41=17+3d | | a*logx=ln(x) | | 10h-21=79 | | 16=10+2w | | n(0.4225)= | | log(x+3)=3.5 | | 2/9*2/7 |