I need answer for both page and please be specific for all answers thank you Identify the features of the graph, then sketch the graph NEATLY using PENCIL.17] y = sin(x-7)+118] y = cos(x + n)Amplitude:Amplitude:Phase shift:219] y 3 sin 2xAmplitude:Phase shift:-2π#Phase shift:"TC21] y = cos 2x - 2Amplitude:T21-1-2-3Period:1-1Reflection:-2Period:-3Verticaldisplacement:2πReflection:Reflection:Period:Verticaldisplacement:Verticaldisplacement:플Sitπ3737772πPhase shift:"π20] y=-cscx + 1Phase shift:--270Vertical Stretch/Shrink:-20"T22] y = -tan-xPhase shift:Vertical Stretch/Shrink:211-1-24#Reflection:Period:Verticaldisplacement:Reflection:TPeriod:2Verticaldisplacement:14Reflection:Period:377Verticaldisplacement:π2π372πt117音妾梁元祭誓誓玩紧变響 True or False1]Changing the period of asine function changes itsdomain.phase shift:vertical displacement:Analyze the equation to determine the features of the graph of each function.5] y = 3 sin 2x - 4amplitude:period:reflection:8] y = 7 sec 4(x +)-1vertical stretch/shrink:phase shift:vertical displacement:reflection:11]12]13]14]Fill in the blanks to complete the table.15]FunctionsinePractice Worksheet: Graphs of Trig Functions3]Changing the phase shift ofa tangent function changesits domain.16] cotangent2]Changing the verticaldisplacement of a cosecantfunction changes its range.period:5VerticalStretch/Shrinknone6] y = -4amplitude:phase shift:vertical displacement:reflection:= -4 cos x9] y = 4 tanan²x+6vertical stretch/shrink:phase shift:vertical displacement:reflection:4πPeriod Phase Shift2π3period:T33πtnonerightperiod:VerticalDisplacementup 2none7]4]Changing the vertical stretchof a cotangent functionchanges its domain.y = 5 csc (x-7)+vertical stretch/shrink:phase shift:vertical displacement:reflection:+210] y ==cot(-x)+1vertical stretch/shrink:phase shift:vertical displacement:reflection:Equationperiod:y =period:3πy = 2 cos / (x + 3/77) +₁+4y = 15 tan =(x-)-101=sec 6xy = 5 csc (x + 7) +1

We have to state if given function is true or false. According to our guidelines we can solve only…

True or False 1]. Changing the period of a sine function changes its domain. Practice Worksheet: Graphs of Trig Functions 3] Changing the phase shift of a tangent function changes its domain. 2] Changing the vertical displacement of a cosecant function changes its range. 4] Changing the vertical stretch of a cotangent function changes its domain.

True or False 1]. Changing the period of a sine function changes its domain. Practice Worksheet: Graphs of Trig Functions 3] Changing the phase shift of a tangent function changes its domain. 2] Changing the vertical displacement of a cosecant function changes its range. 4] Changing the vertical stretch of a cotangent function changes its domain.

Trigonometry (11th Edition)

11th Edition

ISBN:9780134217437

Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels

Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels

Chapter1: Trigonometric Functions

Section: Chapter Questions

Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.

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