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Simplifying Letf(x) = 6x + -3 Multiply eftL * x eftxL = 6x + -3 Reorder the terms: eftxL = -3 + 6x Solving eftxL = -3 + 6x Solving for variable 'e'. Move all terms containing e to the left, all other terms to the right. Divide each side by 'ftxL'. e = -3f-1t-1x-1L-1 + 6f-1t-1L-1 Simplifying e = -3f-1t-1x-1L-1 + 6f-1t-1L-1 Reorder the terms: e = 6f-1t-1L-1 + -3f-1t-1x-1L-1
| -16+35= | | 9(w+3)=-5w-29 | | 4(x-4)=28+4x | | 2.5x*x*6=2160 | | -200+5.50x=102.5 | | 2.5x*x*6=260 | | 4.3=6.1z-5.1z-5.8 | | 86=5-9x | | -2x-2x=29-5 | | 0.18(y-7)+0.02y=0.08y-0.03(10) | | 36x^2-12x=0 | | 6cos(15x)+3=4cos(15x)+4 | | 8x+13x^2-15= | | 0.4r=0.48 | | 25-(3c+4)=2(c+6)+c | | 14(5)-10(7)=140 | | 5+7=12 | | 50+4X=15X | | 7=0.8l+1.5 | | Kx(x)=0 | | -5(9)-3(5)=12 | | 45x-6753=103847282 | | -5(6)-3(4)=12 | | 12x=4y+6 | | -3-3(1)=12 | | lny=10 | | 3.4-2x=1 | | 7c-.75=2.80 | | -5(-3)-3(1)=12 | | 4.3z-3.3z+8.5=1.7-1.6 | | x(x-5)-28=x^2+30x-68 | | -5(3)-3(-3)=12 |