3. Let d= -and k = 1/2. Select non-zero integer values for a and c in the range of [-10,10). a= 3 Analyse and graph two functions with respect to the following points. Make the graph at least the size of one half page. a) Roots b) Intercepts c) Intervals of +/- d) Intervals of Increase and Decrease e) Asymptotes f) Period g) Domain h) Range Analyse and graph one of the following: (i) y = a sink(x d) + c;y = acosk(x d) + c;y = atank(x d) + c /10 y=asin(k(x-d))=3sin(1/2(x-a/2)) y=3sin(x-) y=-3sin(1-2x)=-3sin(2x) Analyse and graph one of the following: (ii) y = acsck(x d) +c;y = a seck(x d) +c; y = acotk(x d) + c /10 3. Let d= -and k = 1/2. Select non-zero integer values for a and c in the range of [-10,10). a= 3 Analyse and graph two functions with respect to the following points. Make the graph at least the size of one half page. a) Roots b) Intercepts c) Intervals of +/- d) Intervals of Increase and Decrease e) Asymptotes f) Period g) Domain h) Range Analyse and graph one of the following: (i) y = a sink(x d) + c;y = acosk(x d) + c;y = atank(x d) + c /10 y=asin(k(x-d))=3sin(1/2(x-a/2)) y=3sin(x-) y=-3sin(1-2x)=-3sin(2x) Analyse and graph one of the following: (ii) y = acsck(x d) +c;y = a seck(x d) +c; y = acotk(x d) + c /10