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Simplifying 4[3x + -4(7x + y)] = 0 4[3x + (7x * -4 + y * -4)] = 0 4[3x + (-28x + -4y)] = 0 Combine like terms: 3x + -28x = -25x 4[-25x + -4y] = 0 [-25x * 4 + -4y * 4] = 0 [-100x + -16y] = 0 Solving -100x + -16y = 0 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '16y' to each side of the equation. -100x + -16y + 16y = 0 + 16y Combine like terms: -16y + 16y = 0 -100x + 0 = 0 + 16y -100x = 0 + 16y Remove the zero: -100x = 16y Divide each side by '-100'. x = -0.16y Simplifying x = -0.16y
| 266x+905y=173.54 | | 110(t)=-16t^2+110 | | -7m+33-2(m-1)=8m-(4m-3)-5m+8 | | 7x+12=x+30 | | y=-4.5+4x | | y=4x-4.5 | | 9x^4=7x^3-6-9x^2+7 | | (1+x)=1.016*1.02*1.075 | | 56w^2-19w=15 | | -[4z-(13z+10)]=10+(8z+0) | | 6x+13=-41 | | 4x+8(x-7)=4(x-8) | | 2x+13=-31 | | 6/2(a+2)=9 | | (1+x)=1.025*1.035 | | 6x-10x+6=-2x+6 | | 3x+34= | | 4x^2+5x=0 | | (1+x)=1.016*1.02*1.016 | | -3+4x-5=5x | | 1.0498=1.016*1.02*(1+x) | | (1+x)=1.02*1.016*1.075 | | (1+x)=1.02*1.016*1.022 | | 1.12=1.04*1.03*(1+x) | | (1+x)=1.025*1.05 | | (1+x)=1.025*1.05*1.035 | | 1.07=1.042*(1+x) | | 1.08=1.035*1.03*(1+x) | | 1.065=(1.02)(1+x) | | 2sin^2x+sinx=1 | | 3(v-7)-3=-2(-6v+5)-3v | | 6(8x+13)= |