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Simplifying f(x) = (2x5) + (6x8) Multiply f * x fx = (2x5) + (6x8) Solving fx = (2x5) + (6x8) Solving for variable 'f'. Move all terms containing f to the left, all other terms to the right. Divide each side by 'x'. f = (2x4) + (6x7) Simplifying f = (2x4) + (6x7)
| 8w^2-25=0 | | 3056890000-15000000m=2085000000+5550000 | | -X-4Y=-19 | | 9+m=6m+8-m | | 2085000000+5550000d=2500000000 | | -5*10-5y=25 | | 4x/9=8 | | 7x+40/8=-2 | | r^2-12+27=0 | | 10(-5)+10y=100 | | 7x+45/9=-2 | | 3056890000-15000000m=3000000000 | | 4x/6=-8 | | b^2+b-42=0 | | x+42=3x | | (5+1)^3=5^4/2-6 | | Y=2/3(-5.3793)+6 | | 4x-5x+2x=28+3x | | 34-(2x+8)=2(x+3)+x | | (5+1)^35^4/2-6 | | 3056890000-175000.00= | | -7x-4(2/3x+6)=28 | | -8b-4a-2a-b= | | 8x-(6x+6)=10 | | 8-7x=13x+8 | | 9y^2+48y+64y= | | 5.1q-3.3-4.8q=-0.7-5.1 | | 9u^2+48uy+64y^2= | | 3,6+2x=5x+1,2 | | 2z-6=-3z+5 | | f(x)=22x^4+9x^3+22x^2+45x+20 | | -8b-b= |