3. y= sec x DOMAIN: RANGE : PERIOD : ASYMPTOTES: Graph :
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Show their graphs in one period. Give the domain, range, period and asymptote.
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- Explain why the graph of tanh x has the horizontal asymptotes y = 1 and y = -1.y=tan(3x+pi/6) must plot three points in between the asymptotes graph, find asymptotes, domain and range and equation of asymptotes.Carefully graph one period of y = 5 sec( x 2 ) Clearly indicate the local maximum and minimum y-values on the y-axis, and on the x-axis the x-values corresponding to the vertical asymptotes and local maximums or minimums of the function.
- The graph of y= 0 has a horizontal asymptote with equation (enter the equation of the horizontal asymptote)I can't seem to figure out the behaviour near asymptotes table. Did I do something wrong in the other section of the chart?The graph of y = sec x is symmetric with respect to the______________ and has vertical asymptotes at ___________
- True or False The graphs of y = tan x, y = cot x, y = sec x,and y = csc x each have infinitely many verticalasymptotes.Graph 1 periods for tangent functions with asymptotes y= tan xy = 2x / 1-x2 Asymptotes, critical points, extreme points of the curve, By finding the turning points and the ranges where they are ascending-descending, up-down convex Draw the graph.