Human cloning is a benchmark for public policy, and the legislative decisions made regarding it will significantly impact the future of many areas of scientific research. This appeal will also likely be heard in the coming debates over artificial intelligence, germ-line therapy, transgenics, etc.
Vertical and horizontal asymptotes vertical and oblique asymptotes vertical and horizontal asymptotes How to find asymptotes Vertical: 1. Reduce f(x) to the lowest terms: (i) factor completely the numerator and the denominator; (ii) cancel common factors 2. Solve the equation: denominator = 0 3.ertical and horizontal asymptotes vertical and oblique asymptotes vertical and horizontal asymptotes How to find asymptotes Vertical: 1. Reduce f(x) to the lowest terms: (i) factor completely the numerator and the denominator; (ii) cancel common factors 2. Solve the equation: denominator = 0 3.
horizontal asymptote is . y =that number. The horizontal asymptote is 2y =â Case 3: If the result has no . variables in the numerator, the horizontal asymptote is 33. y =0. The horizontal asymptote is 0y = Final Note: There are other types of functions that have vertical and horizontal asymptotes not discussed in this handout. There are other types of straight -line asymptotes called oblique or slant asymptotes. There are other asymptotes that are not straight lines. Example graphs of other functions with asymptotes: 22 1 26 2 2 x xx ax xx + = â = â 2 1 3 x ax x + = â 16 37 x bx x â = + 1 2 2 222 y 0 34 3 3 xx cx x x x + = â = â= â Horizontal Asymptote y =â2 bx() Function approaching the line 2y =â Horizontal Asymptote