7 Dec 1,3 1 l2
1" (\
2 110K 9 l13A a I4T Total: 8 5l2? Name: 3g Cot K
MHF4UO Quiz #7 Eguivalent Trig Functions 8; Compound Angles
PART A: Short Answer: [show all your worklll]
1. Use the appropriate compound angle formula to determine the exact valu

NOV £0 E II).
6.3 - Graphing the Primary Trig Functions
The Unit Circle r=|
' (x,y)=(cosB,sim9)
I'-"er'iod the length of time it takes for I cycle. If f(x) = f(x+ p), then f(x) has period p.
.mplitude (of a periodi

5.1 - Graphing Reciprocal Functions
For each of the following functions. graph the original function. f (x). and its
reciprocal function, g(x) . and complete the table.
intercepts
and/or \
as mtotes V: 3 ' \/ 1M \/ :~ /,g

sap»: 37(12
8K in in: in /20
MHF4U0 QUIZ #3: RATES OF CHANGE Name: Sam. '9
1. Explain the difference between the average rate of change and the instantaneous rate of change?
Mathew rule utlmmc 1» 4m average slope over cm airtended
period} M