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Simplifying 4(5x + -3) + -64(3 + -1x) + -3(12x + -4) = 192 Reorder the terms: 4(-3 + 5x) + -64(3 + -1x) + -3(12x + -4) = 192 (-3 * 4 + 5x * 4) + -64(3 + -1x) + -3(12x + -4) = 192 (-12 + 20x) + -64(3 + -1x) + -3(12x + -4) = 192 -12 + 20x + (3 * -64 + -1x * -64) + -3(12x + -4) = 192 -12 + 20x + (-192 + 64x) + -3(12x + -4) = 192 Reorder the terms: -12 + 20x + -192 + 64x + -3(-4 + 12x) = 192 -12 + 20x + -192 + 64x + (-4 * -3 + 12x * -3) = 192 -12 + 20x + -192 + 64x + (12 + -36x) = 192 Reorder the terms: -12 + -192 + 12 + 20x + 64x + -36x = 192 Combine like terms: -12 + -192 = -204 -204 + 12 + 20x + 64x + -36x = 192 Combine like terms: -204 + 12 = -192 -192 + 20x + 64x + -36x = 192 Combine like terms: 20x + 64x = 84x -192 + 84x + -36x = 192 Combine like terms: 84x + -36x = 48x -192 + 48x = 192 Solving -192 + 48x = 192 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '192' to each side of the equation. -192 + 192 + 48x = 192 + 192 Combine like terms: -192 + 192 = 0 0 + 48x = 192 + 192 48x = 192 + 192 Combine like terms: 192 + 192 = 384 48x = 384 Divide each side by '48'. x = 8 Simplifying x = 8
| (2t^8-5t^3+5t^2+4)+(5t^7+2t^3-6t)= | | 51=6z-15 | | =1+3.3log(60) | | 51=cz-15 | | 7x-6=56 | | 7/6-2/3x=4/x | | 7+8b=5b+34 | | 14x^2-2x-12=0 | | R-11=-30 | | 3/4x-5=12 | | 4(x-3)=-6(x-3) | | 9a-a+2=66 | | -7x-29=-71 | | -2+5(-8+5k)=-192 | | 7k-7=56 | | R+15=-4 | | 3/42-1/2w-4=12 | | 8x-16=6x+8 | | P+9=28 | | 2(x+3)+5=15 | | 4w-6=34 | | 5/1(-3/1) | | 5/1x-3/1 | | [1-5x]=-29 | | -113=-51+8x | | A^3+216=0 | | 6b=3b+12 | | Log(x+2)=0.5 | | 2=2d+-10 | | 3x^5+42x^4+144x^3=0 | | 156+69=30+195 | | 6.25/2=18 |