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Simplifying (x * 2) + (y * 4) = 74 Reorder the terms for easier multiplication: (2x) + (y * 4) = 74 Reorder the terms for easier multiplication: (2x) + (4y) = 74 Solving (2x) + (4y) = 74 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '(-4y)' to each side of the equation. (2x) + (4y) + (-4y) = 74 + (-4y) Combine like terms: (4y) + (-4y) = 0 (2x) + 0 = 74 + (-4y) (2x) = 74 + (-4y) Divide each side by '2'. x = 37 + (-2y) Simplifying x = 37 + (-2y)
| 8x^8y^12= | | 8a^2-10a+4a^2+9a= | | x^8y^12= | | 64x^15y^6= | | 2(x-1)-9=25 | | (3x-2)/5=(6x-5)/11 | | 4k^2-13k+9=0 | | 2x+3x=110 | | 9=3(4x-5) | | 4(x-5)-2=18 | | 2a-15=2a+-3 | | b^2+20b-1269=0 | | -3x=5x+18 | | (x/2)*100=12+3x | | 80=6a+14b | | 13p-12=12+5p | | 52x+3=12x+15 | | 31=7a+42b | | log[2](5x)+3=6 | | -12x+3=-6x-30 | | 64x^15y^6/8x^8y^12 | | x^5=4x | | 3-4lnx=0 | | 2(15+(15+13))= | | 2(15+28)= | | 15+28*2= | | 86=w+(w+26) | | 86=13+w | | 24-m=36 | | 36(x-2)2-5=0 | | 86=2(w*(w+13)) | | -m/15=18 |