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Simplifying 3h + 6s + 5j = 132 Reorder the terms: 3h + 5j + 6s = 132 Solving 3h + 5j + 6s = 132 Solving for variable 'h'. Move all terms containing h to the left, all other terms to the right. Add '-5j' to each side of the equation. 3h + 5j + -5j + 6s = 132 + -5j Combine like terms: 5j + -5j = 0 3h + 0 + 6s = 132 + -5j 3h + 6s = 132 + -5j Add '-6s' to each side of the equation. 3h + 6s + -6s = 132 + -5j + -6s Combine like terms: 6s + -6s = 0 3h + 0 = 132 + -5j + -6s 3h = 132 + -5j + -6s Divide each side by '3'. h = 44 + -1.666666667j + -2s Simplifying h = 44 + -1.666666667j + -2s
| 6/7X-7/6x=11/12x-17 | | x+7y=40 | | ab+3c-3b-ac= | | x-2/15=2/25 | | X=15/4 | | 3=logx | | 5y^2-6xy+5x^2-4=0 | | (-3/8)*4/7 | | (2x-3)(x+7)(x)=v | | (2x-3)(x+7)(x)=volume | | (2x-3)(x+7)(x)= | | -1/12x=17/6 | | 7x^3-6x^2+0=0 | | 9x-(2x-14)=38 | | 4(3g-2)-(g+2)+(3g-5)= | | x-5=7y+4 | | 256x^2+y^2=z | | 256x^2+y^2=f(x) | | F(z)=3z^2+5i | | .4x+.4(30)=.2(x+40) | | 3(f-3)=2(f-4) | | ln(x-4)+3=9 | | 5/x=x/7 | | 4=2(k-5) | | 4x-1-5x=5-(x+4) | | 4(2x-1)-5=13 | | 4(2x+1)-5=13 | | 2-(x+5)=-2(3x-1)+6x | | -2(3+3n)=10 | | 0.4x+0.2(40)=0.1(x+20) | | Z^2+(3-2i)z+3=0 | | (3a-1/5) |