FA10_MAC2311_Rev_01_v1

FA10_MAC2311_Rev_01_v1 - Teaching Center MAC 2311 Review...

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Teaching Center MAC 2311 Review for Exam 1, Fall 2010 Page 1 of 3 The following document is a Review provided by the A.T. Teaching Center’s Math Study Center located in S.E Broward Basement. The A.T. Teaching Center provides Walk-in Tutoring as well as Individual Weekly Appointment Tutoring Services for a variety of subjects. The service is 100% free. This Review is made with input from your instructor. The solutions to the document are provided at the Review. For more information on Reviews or our other services please go to www.teachingcenter.ufl.edu . 1) Find all solutions to the following equation on the interval [−g, g] , 2 sin G ±²³ + 3 sin±²³ = −1 2) Solve the inequalities: a) b) 1 ´ 3 ´ + 2 2 sin ´ > 3 cot ´ on [0,2g³ 3) Given that the functions, µ±´³ = ¶1 − ´ G on [0, 1], ·±´³ = ¸ ¹º»¼ a) Find µ ½¼ ±´³ . b) What is the domain and range of µ ½¼ ±´³ ? c) Find · ½¼ ±´³ . d) What is the domain and range of · ½¼ ±´³ ? 4) Write the function ¾±´³ if ¾±´³ is the graph of ·±´³ = ±´ − 1³ ¹ − 5 reflected across the ¿ -axis, reflected across the ´ -axis, then shifted right 3 units and down 1 unit. 5) Solve the following equation for the variable ´ : ln±ÀÁ±´ G ³³ = 0 6)
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This note was uploaded on 07/15/2011 for the course MATH 2311 taught by Professor T during the Spring '11 term at University of Florida.

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FA10_MAC2311_Rev_01_v1 - Teaching Center MAC 2311 Review...

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