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# Review Sheet for MATH 111 at UA

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COURSE
PROF.
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TYPE
Class Notes
PAGES
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KARMA
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This 4 page Class Notes was uploaded by an elite notetaker on Friday February 6, 2015. The Class Notes belongs to a course at University of Arizona taught by a professor in Fall. Since its upload, it has received 16 views.

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Date Created: 02/06/15
Math 111 Trigonometry Practice Exam 2 Warning This study guide is not all inclusive there may be material on the test which is covered in the book but not here This is simply meant to be a supplemental study aid to the homework and class notes 1 Graph two periods of y 72 4cos7r 7 Find the amplitude period and average value Label the axes in a way to re ect the important characteristics of the graph ie when the function reaches it maximum minimum and average value 2 Below is a data table for a function involving a trigonometric function le110111213l4l y3711737 Determine a possible formula for the trigonometric function 3 Consider a function with the below graph a Find a formula for this function involving sine b Find a formula for this function involving cosine 4 Find the following exact values tancos 17 f sintan 1 5 Mark the following true or false a csciz icscx b The amplitude of y 73 sin5 3 is 73 c arctanz 3 arctanz 3 d tan l z arctanx 6 For each of the below expressions7 determine if the statement is possible or impossible For those that are possible7 determine the exact value Represent all angles in radians a arcsin 7139 b c d g cos 17 2 sin74 sin 130 VVVV 7 10 11 12 13 Use the below graph of y sinx to approximately nd arcsin17 and mark this point on the appropriate axis Find the domain and range of the following functions a y b y C y Find an expression for sintan 1 that does not involve trigonometric functions sin 1z 1 arccos 3 tan 1z 1 Find all solutions to cosa le nd all x values that make this statement true Which one is cos 1 i Consider the following two statements a z sin 1 y always means y sinx b y sinx always means z sin 1 y ls statement a true or false ls statement b true or false Explain ls it true that if z tan 57 then 5 arctan x7 For what values of x will sinarcsin a x Muss Lzrmm39 mm 5 HER mum so SHE Aw m mum Mus 0014 me To sum NEVEK nvsnr us ms I39VE WT Y Tans mass oer 5mm WT Bums ham your VIIDEIGMD m mmcmu mm or mm ARE WI39TNB MMquot msm smvmm MVTHWG DU39VEEVEI LEM BUT No Burs ms ISA MATTER oF LIFE AND MH 1 n yuanFlax apall you n nutK my um um mummy u 2 n w m up 9 n 25 um u um m m mm m g mm mm mm m IpId a la in an you 9 Wm yau xe um Ind mum a m u n m mm of a 2m mum 121an mr uptbt n quota zamlxr m up quotPm y wannad m m x mm a mp w o 10 m 4 X y x n rlpuxl nu ma mun yuu n m ngn mm 3 m a mm m u m my mm m u mm a Mptuxl m up mm m my m mm by a nun 9 um run on Lh nur pqm pm mu thruqu a building l35wng quotmu m 5 umquot I upquot u AxL am mm mm m n 5 1 lhbllq ltnl dear Wt mm m u m z nd my a m knal 1

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