Title: Developed by Susan Cantey
1Welcome to the Pre-Calculus Power
Point Flash Drill!
Developed by Susan Cantey and student Elizabeth
Albert at Walnut Hills H.S. 2006
2Im going to ask you a lot of questions about
math. These are facts that you should know
extremely well. You also need to be able to
recall them quickly if you want to succeed in
Calculus. When you think you know the answer,
(or if you give up ) click to get to
the next slide to see if you were correct. Ready?
3 4Note It is NOT enough to know the graph is
symmetric with respect to the y-axis.
5Define an Odd Function
6Again, please note that it is NOT enough to know
that the graph has origin symmetry.
7See if you can identify the function that
probably goes with each of these simple graphs.
8(No Transcript)
9How about these?
10(No Transcript)
11What about this one?
12Did you know it? You are a tiger!
13How about these?
14and
respectively
15and finally
16(No Transcript)
17The graph of x a is
18 a vertical line.
19The graph of y a is
20 a horizontal line.
21OKthats enough about graphs!
Lets move on
22(No Transcript)
23(No Transcript)
24(No Transcript)
25(No Transcript)
26(No Transcript)
27(No Transcript)
28(No Transcript)
29Think flower root
30(No Transcript)
31(No Transcript)
32(No Transcript)
33(No Transcript)
34(No Transcript)
35(No Transcript)
36(No Transcript)
37(No Transcript)
38(No Transcript)
39(No Transcript)
40(No Transcript)
41(No Transcript)
42(No Transcript)
43(No Transcript)
44(No Transcript)
45(No Transcript)
46OKenough of the logs already!
47The formula for the slope of a line is m ?
48(No Transcript)
49Point slope equation of a line ?
50(No Transcript)
51Midpoint Formula ?
52(No Transcript)
53Distance Formula?
54(No Transcript)
55Define
56x for x 0
x
-x for xlt0
57(No Transcript)
58(Greatest integer lt 2.98)
59(No Transcript)
60You always round down the number line!
61Here comes your favorite thing! Yeah!
Trigonometry!
62(No Transcript)
63(No Transcript)
64(No Transcript)
65(No Transcript)
66(No Transcript)
67(No Transcript)
68(No Transcript)
69(No Transcript)
70(No Transcript)
71(No Transcript)
72(No Transcript)
73(No Transcript)
74(No Transcript)
75(No Transcript)
76(No Transcript)
77(No Transcript)
78(No Transcript)
79(No Transcript)
80(No Transcript)
81(No Transcript)
82(No Transcript)
83(No Transcript)
84(No Transcript)
85(No Transcript)
86(No Transcript)
87because
88(No Transcript)
89(or undefined)
90(No Transcript)
91(No Transcript)
92(No Transcript)
93or
94What are the Principle domains of the 6 trig
functions?
That is, what quadrants are the angles in which
can be used to answer inverse trig function
problems?
95for cosine
for sine
for tangent
(Different texts assign different principle
domains to the other three trig functions, so we
wont bother with them.)
96(No Transcript)
97(No Transcript)
98(No Transcript)
99(No Transcript)
100(No Transcript)
101(No Transcript)
102(No Transcript)
103sine and cosine have to be equal!
104(No Transcript)
105Answer
106OKnow lets see if you know your identities!
107(No Transcript)
108I hope you knew that one!!!
109(No Transcript)
110OK, thats really the same one!
111Whats the one with the ½s in it?
112That one is harder, but you will need it in
calculus!
113Do you know both of them?
114You rock!!!
115(No Transcript)
116Did ya get the ol stamp of approval on that
one?
117(No Transcript)
118Theyre laughing because this is really the same
one again!
119Ho Ho Ho!!
120I dont know why Santa thought this was funny!
121(No Transcript)
122This one is very important!!
123Now for a little algebra and youll be done!!
124(No Transcript)
125(No Transcript)
126(No Transcript)
127Notice there is NO 2
128(No Transcript)
129Still no 2!!!
130(almost finished!!!)
131Theres that two you wanted before!!
132Last one!!!!
133Dont be foiled! Use the binomial Theorem.
134If you know all this material, then you are
prepared to begin calculus All you need now is a
sharp mind, a sharp pencil and a really big
eraser!
135GOODBYE!!!! ADIOS! AUFWIEDESEHEN! CHOW!