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Simplifying 4[8 + -6(8x + -9)] = 192x + 248 Reorder the terms: 4[8 + -6(-9 + 8x)] = 192x + 248 4[8 + (-9 * -6 + 8x * -6)] = 192x + 248 4[8 + (54 + -48x)] = 192x + 248 Combine like terms: 8 + 54 = 62 4[62 + -48x] = 192x + 248 [62 * 4 + -48x * 4] = 192x + 248 [248 + -192x] = 192x + 248 Reorder the terms: 248 + -192x = 248 + 192x Add '-248' to each side of the equation. 248 + -248 + -192x = 248 + -248 + 192x Combine like terms: 248 + -248 = 0 0 + -192x = 248 + -248 + 192x -192x = 248 + -248 + 192x Combine like terms: 248 + -248 = 0 -192x = 0 + 192x -192x = 192x Solving -192x = 192x Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '-192x' to each side of the equation. -192x + -192x = 192x + -192x Combine like terms: -192x + -192x = -384x -384x = 192x + -192x Combine like terms: 192x + -192x = 0 -384x = 0 Divide each side by '-384'. x = 0 Simplifying x = 0
| 0.4(c+8.5)=18 | | -4+4(m-7)=3(6-7m) | | 11j+-5j=18 | | 61=18+j+6+17 | | -c+-4c=5 | | (4x+7)(x-1)=2(x-21) | | 2X^2-13X-20=0 | | 8.4(x-4.25)=-33.6 | | 11-(4x-24)=7 | | 6j-13=-16.4 | | 3(b+15)=-3 | | 17-4x=45-6x | | 10(3y+4)+40= | | 0.4t=0.4+0.2t | | 3x^2+4=4 | | 2n+1+1+6n=6(n-5)+8(1+n) | | (3x^6y)(-2x^5y^3)= | | (4x+8)(2x+5)= | | 16-2x=-4 | | (6X-7)(X+1)= | | 10(3y+4)+(-40)= | | 11x-3=-18 | | -6(7x-7)+1=-42x+43 | | 27y-12y^3= | | 87-K=19 | | F(x)=2(x+10) | | c=5b-200 | | 1x-1y=9 | | f(x)=3x^2+7x | | 7x+50=120 | | x*(x+6)=300 | | -27-11x=94 |