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Simplifying 33 = 6 + -3h Solving 33 = 6 + -3h Solving for variable 'h'. Move all terms containing h to the left, all other terms to the right. Add '3h' to each side of the equation. 33 + 3h = 6 + -3h + 3h Combine like terms: -3h + 3h = 0 33 + 3h = 6 + 0 33 + 3h = 6 Add '-33' to each side of the equation. 33 + -33 + 3h = 6 + -33 Combine like terms: 33 + -33 = 0 0 + 3h = 6 + -33 3h = 6 + -33 Combine like terms: 6 + -33 = -27 3h = -27 Divide each side by '3'. h = -9 Simplifying h = -9
| 8y^3+14y^2+3y=0 | | 5t+13=13 | | 10n=7n+4+2n | | 2(x+3)+6y=15 | | t(t+2)=120 | | 8y+5-9x=0 | | 1(x+3)=2 | | 3(5x+4)=20 | | 7x+7y+(-7y)+(-11x)= | | 3(x+3)+1=-5 | | 4(x-2)+3x=-22 | | (4x-1)5=2x+1 | | -18-(-18)= | | 6.7=z-4.9 | | 5=7y+4f | | z+46=39 | | 6x+8=5-(4x-7) | | (6y^2-9y+1)-(-3y^2+3y+1)+(-3y^2+7y+7)= | | -13=z-7 | | 7z*7z*7z*7z*7z= | | 0.9(5x+15)=2.9-(x+3) | | z+27=-48 | | -2x-5=-33 | | z+14=-21 | | 2.45*1.3= | | v/2+15=-4 | | (3u^2-5u+2)+(9u^2+5u-5)-(8u^2+3u-6)= | | 5x+4t=16 | | 3x+10=-5x+42 | | 2(3+a)= | | (-2x^2+5x-9)-(-x^2-3x-5)+(2x^2-4x+5)= | | 7a-5=215 |