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Simplifying 6x + -4y = 24 Solving 6x + -4y = 24 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. 6x + -4y + 4y = 24 + 4y Combine like terms: -4y + 4y = 0 6x + 0 = 24 + 4y 6x = 24 + 4y Divide each side by '6'. x = 4 + 0.6666666667y Simplifying x = 4 + 0.6666666667y

| log(x+3)=1-log(x-2) | | log(x+3)=1-log(x-2) | | 6x-4x=24 | | 3w^2=5w+2 | | lnx=1-ln(x+2) | | -2y-43=-7(y+9) | | -(3y+2)-(-2y-7)=2 | | 3u-5=-14 | | 3x-7(-6)=21 | | 8x^2-6x+3=0 | | 8x^2+27x-8=0 | | 12(2x-5)=4(6x+2) | | -50x+0.81=40x-0.48 | | 8+12t-2=9t+78-6t | | 7n-(-13n)= | | 9.2x=55.2 | | 3x+5x=34+10 | | 4*x+14=26 | | 2*x+8=18 | | 7*x+8x+30=45 | | 9d+4=2d-3 | | 3*x+5x=34+10 | | 3.6q-2.1-5.5q=-2.9q-2.5 | | 3.6q-2.1-5.5q=2.9q-2.5 | | 6m^2-11m+3=0 | | 2(z-4)=(z+1) | | 2x-4.2=-1.2 | | x^2+7x-132=0 | | 10(2*5)=(5*10)2 | | 2(3*4)=(2*3)4 | | 6(3*4)=(6*3)4 | | 2(4*6)=(2*4)6 | | 10(4*6)=(6*10)4 | | 3x^2-33x=-72 | | 2x^2+14x+14=0 | | x(9x+19)+10=0 | | x^6-10x^5-24x^4= | | 9+4+7=366392 | | 7x^2+70x=0 | | 4*36= | | -(6y+2)-(-5y-4)=2 | | 6(4x-8)=2(12x+6) | | 7x^2+24=59x | | 5-4x+7=2x | | 6+8t-1=7t+25-3t | | -8.4x=75.6 | | 2r=-6 | | 3(2z-7)=5z+17+c | | -4(4b+2)+(17b-7)=0 | | 3x-7=9-x+6 | | 3x-7=-x+6 | | -x^2+6x+3=0 | | ln(5x+2)=ln(3x+14) | | 4.3q-2.7-4.5q=-1.2q-5.7 | | 7x+28=29 | | 4(W+2)-5(W+3)=0 | | x-4-3=2-x | | 9(3t+30)=-24 | | 14(t-2)+7t=7(3t+3)-12 | | 2(W+2)-3(W+5)=0 | | 7x-16=65 | | 15=21-2x | | 25w^2-40w+16= | | 3(6x+10)=120 | | S-36=-16 |

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