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Simplifying 4(2w + 2) = 8(w + -1) + 15 Reorder the terms: 4(2 + 2w) = 8(w + -1) + 15 (2 * 4 + 2w * 4) = 8(w + -1) + 15 (8 + 8w) = 8(w + -1) + 15 Reorder the terms: 8 + 8w = 8(-1 + w) + 15 8 + 8w = (-1 * 8 + w * 8) + 15 8 + 8w = (-8 + 8w) + 15 Reorder the terms: 8 + 8w = -8 + 15 + 8w Combine like terms: -8 + 15 = 7 8 + 8w = 7 + 8w Add '-8w' to each side of the equation. 8 + 8w + -8w = 7 + 8w + -8w Combine like terms: 8w + -8w = 0 8 + 0 = 7 + 8w + -8w 8 = 7 + 8w + -8w Combine like terms: 8w + -8w = 0 8 = 7 + 0 8 = 7 Solving 8 = 7 Couldn't find a variable to solve for. This equation is invalid, the left and right sides are not equal, therefore there is no solution.
| -3.3=n+2.9-1.1 | | b^2+b-2= | | 1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+ | | 1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+ | | 1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+1x+ | | J/2=6 | | 4(-5)=40 | | 18d+22d+13d=300 | | z+7=23 | | 2c+6y=16 | | 0.75=0.5(x-7) | | 7(3z+1)-1=20(z-2)+47 | | 17=2j+1 | | 9+367= | | xx+x-20=0 | | u+5x=35 | | a^2x^2+b^2-B^2x^2-a^2=0 | | r-2+1=5(r+5)-2(r+1) | | c+3c-4c+1= | | 3x-4x+3=5x-9 | | 9k-5-4= | | 4-3(3y-4)=-8 | | (5x-5)(3x+6)= | | 3x-5=m | | 4/5x+18=-2(3+2x) | | 5a+y=15 | | 2p+3q+1=0 | | 6+2x=48 | | 8x^3=2x^2 | | 6(5x+18)=438 | | 5(2r+3)=10(r+7)-5 | | 10s+16=180 |