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Simplifying -8 + -1[2 + 5y + -2(y + 2)] = -5(2y + -5) + -1[8(y + -1) + -3y + 3] Reorder the terms: -8 + -1[2 + 5y + -2(2 + y)] = -5(2y + -5) + -1[8(y + -1) + -3y + 3] -8 + -1[2 + 5y + (2 * -2 + y * -2)] = -5(2y + -5) + -1[8(y + -1) + -3y + 3] -8 + -1[2 + 5y + (-4 + -2y)] = -5(2y + -5) + -1[8(y + -1) + -3y + 3] Reorder the terms: -8 + -1[2 + -4 + 5y + -2y] = -5(2y + -5) + -1[8(y + -1) + -3y + 3] Combine like terms: 2 + -4 = -2 -8 + -1[-2 + 5y + -2y] = -5(2y + -5) + -1[8(y + -1) + -3y + 3] Combine like terms: 5y + -2y = 3y -8 + -1[-2 + 3y] = -5(2y + -5) + -1[8(y + -1) + -3y + 3] -8 + [-2 * -1 + 3y * -1] = -5(2y + -5) + -1[8(y + -1) + -3y + 3] -8 + [2 + -3y] = -5(2y + -5) + -1[8(y + -1) + -3y + 3] Combine like terms: -8 + 2 = -6 -6 + -3y = -5(2y + -5) + -1[8(y + -1) + -3y + 3] Reorder the terms: -6 + -3y = -5(-5 + 2y) + -1[8(y + -1) + -3y + 3] -6 + -3y = (-5 * -5 + 2y * -5) + -1[8(y + -1) + -3y + 3] -6 + -3y = (25 + -10y) + -1[8(y + -1) + -3y + 3] Reorder the terms: -6 + -3y = 25 + -10y + -1[8(-1 + y) + -3y + 3] -6 + -3y = 25 + -10y + -1[(-1 * 8 + y * 8) + -3y + 3] -6 + -3y = 25 + -10y + -1[(-8 + 8y) + -3y + 3] Reorder the terms: -6 + -3y = 25 + -10y + -1[-8 + 3 + 8y + -3y] Combine like terms: -8 + 3 = -5 -6 + -3y = 25 + -10y + -1[-5 + 8y + -3y] Combine like terms: 8y + -3y = 5y -6 + -3y = 25 + -10y + -1[-5 + 5y] -6 + -3y = 25 + -10y + [-5 * -1 + 5y * -1] -6 + -3y = 25 + -10y + [5 + -5y] Reorder the terms: -6 + -3y = 25 + 5 + -10y + -5y Combine like terms: 25 + 5 = 30 -6 + -3y = 30 + -10y + -5y Combine like terms: -10y + -5y = -15y -6 + -3y = 30 + -15y Solving -6 + -3y = 30 + -15y Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Add '15y' to each side of the equation. -6 + -3y + 15y = 30 + -15y + 15y Combine like terms: -3y + 15y = 12y -6 + 12y = 30 + -15y + 15y Combine like terms: -15y + 15y = 0 -6 + 12y = 30 + 0 -6 + 12y = 30 Add '6' to each side of the equation. -6 + 6 + 12y = 30 + 6 Combine like terms: -6 + 6 = 0 0 + 12y = 30 + 6 12y = 30 + 6 Combine like terms: 30 + 6 = 36 12y = 36 Divide each side by '12'. y = 3 Simplifying y = 3
| 2x+17=5-4x | | 5(x-1)+1=36 | | x^2y-16y= | | -12a^4+6a^3-3a^2= | | 2+-4(y+-5)=-4 | | 5y+1-y=49 | | 0.02(6y-7)=0.12(y+7)-0.98 | | (3x-7)+35= | | r(z^5-19)+(z^5-19)= | | 3x-(4x+8)=x-11 | | -12,720+20x=-6000 | | 9x^2-20x-4x-9=0 | | (9+5t)(-7)= | | 3x-35/5 | | 5b-10=14+b | | 7y-11y-7=25 | | 7(x-1)+25=x-6(x+1) | | -2(4y+3)-5(2-y)=3(2y+3)-7 | | -0.8-3.4x=15.19+4.4x | | 2x^2+7x-384=0 | | -1.7(a-1)=2.3(a+9) | | 4N^2-23N+33=0 | | 5/2x+3=23 | | x/8+8=x/8 | | -3n=-63 | | 5.8y+1.1=6.3y+5.6 | | 10=(a-2)(2a+1) | | -8x+3(2y-10)=-55+3y | | 4N^2-23N+33N=0 | | 6y-(3y-1)=-14 | | 3(8b+7)=7b-30 | | 3=m+100 |