4.5 Graphing Other Trigonometric Functions Recall that tan(π₯) = A fraction equals zero when its ___________________________ equals zero. A fraction is undefined when its ___________________________ equals zero. So, π¦ = tan(π₯) = 0 when ____________________________________ and π¦ = tan(π₯) is undefined when __________________________________. Domain: Range: x-int./y-int.: Continuity: Symmetry: Asymptotes: Extrema: (max./min.) End Behavior: Ex. 1 Graph π¦ = tan(2π₯). Ex. 2 a) Where would π¦ = csc(π₯) have a vertical asymptote? b) Where would π¦ = csc(π₯) have an x-intercept? c) Where would π¦ = sec(π₯) have a vertical asymptote? d) Where would π¦ = sec(π₯) have an x-intercept? π¦ = csc(π₯) π¦ = sec(π₯)
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