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Simplifying g(x) = af(x + b) Multiply g * x gx = af(x + b) Reorder the terms: gx = af(b + x) gx = (b * af + x * af) gx = (abf + afx) Solving gx = abf + afx Solving for variable 'g'. Move all terms containing g to the left, all other terms to the right. Divide each side by 'x'. g = abfx-1 + af Simplifying g = abfx-1 + af
| (2x+5)(3x-5)=90 | | 9x=78x | | (11+4)14=49 | | (3+4)14=49 | | (2+4)14=49 | | 48400(100-10)(100-10)=32400(100+10)(100+10) | | (7+4)14=49 | | 0.72x+1.5+3x=2x+9 | | 48400(100-x)(100-x)=32400(100+x)(100+x) | | 2x*x=16 | | 1.7x*x=16 | | (3x+4)(x-10)+(10-x)(x-8)=0 | | (x+4)14=49 | | 3=m-8 | | 5x+1200+1x=2700 | | 3=2n+11 | | 5x+1200+4x=2700 | | 3x+13=139 | | 3x+13=126 | | x-2/8=5 | | f(x)=x^2+p*x+q | | 1.4x*x=16 | | x^2+y^2+4x=5 | | 1.5x*x=16 | | https://www.vle.mathswatch.com/images/questions/question416.png | | x-.15=12000 | | 150(100+x)(100+x)=216*10000 | | 9/2=3w | | 48=3/8u | | 8x^-1/-1 | | 5x+3x+6y=40 | | 14x^2+39x-23=0 |
