FA 16-17 Attn: Upcoming Functions Analytic Geometry students, All Functions Analytic Geometry students should complete this assignment prior to the first day of class. During the first week of school, time will be spent answering questions students may have on the material covered in this packet with the understanding that they will be assessed on these topics starting the second week of school and throughout the year. This review will be in addition to covering new material from the first chapter, Functions and Their Graphs. Functions Analytic Geometry is a one-year preparatory course for AP Calculus BC. This course is designed for students who have successfully completed the standards for Pre AP Algebra II /Trigonometry. Throughout the year students will learn various objectives which will challenge them and will help to enhance their problem solving skills. This packet was devised to help students be successful not only in Functions Analytic Geometry but in all subsequent math courses as one of the goals of this class is to prepare students for the challenge of AP studies in mathematics. It is essential for students to master the skills covered in this packet. You must be able to understand and apply this information throughout the school year. To best prepare for this class, it is recommended that students complete this packet within two to three weeks directly before school starts. Calculators should not be used to complete this packet. If some concepts are challenging and require a refresher of the material, two good sites for information are www.khanacademy.org and www.purplemath.com. If you have questions regarding the nature of this course, the summer assignment or anything else, please feel free to email me. In the summer I usually check my email once a week. I will respond as soon as possible. Good luck! Enjoy your summer vacation! I look forward to meeting you in the fall! Ms. Modica [email protected]
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Using the unit circle, fill in the information below:
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dia
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sin
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cosin
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tan
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nt
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ca
nt
cota
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FA 16-17
Graph the following trig functions.
a. siny x per: amp:
b. cosy x amp: per:
FA 16-17
38°
10
11
M P
Q
30°
16 10
G
H F
18
15
11
D B
C
c. tany x amp:______ per:_____
Solve each triangle by finding all of the missing side lengths and angle measures using the Law of Sines and/or the Law of Cosines. (A calculator may be used to answer these questions).