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Simplifying [3X + -1(2X + 5)] = -4 + -3[3(2X + -4) + -3X] Reorder the terms: [3X + -1(5 + 2X)] = -4 + -3[3(2X + -4) + -3X] [3X + (5 * -1 + 2X * -1)] = -4 + -3[3(2X + -4) + -3X] [3X + (-5 + -2X)] = -4 + -3[3(2X + -4) + -3X] Reorder the terms: [-5 + 3X + -2X] = -4 + -3[3(2X + -4) + -3X] Combine like terms: 3X + -2X = 1X [-5 + 1X] = -4 + -3[3(2X + -4) + -3X] Remove brackets around [-5 + 1X] -5 + 1X = -4 + -3[3(2X + -4) + -3X] Reorder the terms: -5 + 1X = -4 + -3[3(-4 + 2X) + -3X] -5 + 1X = -4 + -3[(-4 * 3 + 2X * 3) + -3X] -5 + 1X = -4 + -3[(-12 + 6X) + -3X] Combine like terms: 6X + -3X = 3X -5 + 1X = -4 + -3[-12 + 3X] -5 + 1X = -4 + [-12 * -3 + 3X * -3] -5 + 1X = -4 + [36 + -9X] Combine like terms: -4 + 36 = 32 -5 + 1X = 32 + -9X Solving -5 + 1X = 32 + -9X Solving for variable 'X'. Move all terms containing X to the left, all other terms to the right. Add '9X' to each side of the equation. -5 + 1X + 9X = 32 + -9X + 9X Combine like terms: 1X + 9X = 10X -5 + 10X = 32 + -9X + 9X Combine like terms: -9X + 9X = 0 -5 + 10X = 32 + 0 -5 + 10X = 32 Add '5' to each side of the equation. -5 + 5 + 10X = 32 + 5 Combine like terms: -5 + 5 = 0 0 + 10X = 32 + 5 10X = 32 + 5 Combine like terms: 32 + 5 = 37 10X = 37 Divide each side by '10'. X = 3.7 Simplifying X = 3.7
| 77=4w+9 | | 3c+4.25v=8 | | 40-12.50b=7.50 | | 10y+16+14y=107 | | 3a+4=20 | | 3x+2+8(x+2)=x+(-x)+7+(-1)+5x | | log(4)(9x+5)-log(4)(2x+2)=1 | | 90=4x+(2x+6) | | 40+12.50b=7.50 | | 5y+23=y^2 | | (2y)(y)+y-10=0 | | 8p^2-19p-12=0 | | -47-6x=-3x+19 | | 14+5x=-7+2x | | (2y)(2y)+y-10=0 | | 42n+77+84g=97 | | p(z)=2-9z | | (5x+25)+(x+30)=90 | | 5+3(x+4)=7+4x+x | | 3/4x=4/3^-2 | | 23x+16y=550 | | 3x^2+7x=500 | | 4c^2+25= | | 4+2r=4+2r | | 4(x+1)=10x-2 | | 8x-16=-(13+24) | | 11(g+33)=495 | | 3.2x+2.9=-23 | | 0.35=5.6 | | Y=100+4(0) | | 10z+18=78 | | 5(x-z)=10x-20 |