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Simplifying f(x) = a(bx) Multiply f * x fx = a(bx) Multiply a * bx fx = abx Solving fx = abx Solving for variable 'f'. Move all terms containing f to the left, all other terms to the right. Divide each side by 'x'. f = ab Simplifying f = ab
| 14.6x+14.7=22 | | 0=(1-4x)5-2+14x | | 0=(5-4x)2-3+11x | | cos^2(x)+2cosx=0 | | 0=(1+4x)5-3+9x | | -(5-7)-(2-8)= | | 12.5x=166 | | 0=(3-3x)5-5+18x | | -4+(ln(-x+1))*(ln(-x+1))=0 | | x+x+70+x+20=180 | | 11b+14a-2b=100-3ab-22 | | .04x=500 | | 20m+25msquared=0 | | 0=(3-2x)4-2+14x | | 6x+15y+20z= | | x-2(3x+7)=3-5x | | 0=(7+2x)5-3+12x | | 2y-7x=-16 | | -4(3x-8)=-28 | | X^2-24x+432=0 | | Y=(50+0.8Y)+10+10 | | 0=1+4x+(1-2x)3 | | 3x-40=2x+11 | | .25x+5=7 | | (2a^3-a+3)(a^2+3a-5)= | | 10+8x=5+10x-6x | | 9x-63=27 | | 9+4x-2=5+8x-4x | | 12x-15y-3= | | 8x-3-5x=3x+2 | | (X^2+24x-432)=0 | | 0=4-2x+(5-6x)4 |