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Jeopardy

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Hodge Podge. 400 pts. The equation of the asymptote that has positive slope ... Hodge Podge. 100 pts. The eccentricity for this hyperbola. c2 in an ellipse ... – PowerPoint PPT presentation

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Title: Jeopardy


1
Jeopardy
This is FINAL JEOPARDY!!! It would be very wise
to be attentive and write down the questions
worth 5 points on your final!
2
Definitions
Letters
General form-- Standard form
Hodge- podge
Identify
Formulas
500
500
500
500
500
500
400
400
400
400
400
400
300
300
300
300
300
300
200
200
200
200
200
200
100
100
100
100
100
100
Final Jeopardy Question
3
Definitions 500 pts
Line which a curve approaches but never reaches.
Asymptote
Back
4
Definitions 400 pts
A fixed point(s) used to construct a conic
section.
Focus/foci
Back
5
Definitions 300 pts
A fixed line used to construct a conic section.
directrix
Back
6
Definitions 200 pts
The line segment through the focus perpendicular
to the axis extending from one side of the graph
to the other.
latus rectum
Back
7
Definitions 100 pts
The distance from the center to the focus.
focal radius
Back
8
Letters 500 pts
The ratio of the distance from the center to the
foci to the distance from the center to the
vertex.
e
Back
9
Letters 400 pts
Distance from the center to foci in an ellipse
and hyperbola.
c
Back
10
Letters 300 pts
Length of the minor axis.
2b
Back
11
Letters 200 pts
Half the transverse axis.
a
Back
12
Letters 100 pts
For a parabola, the distance from the vertex to
the focus
p
Back
13
Identify 500 pts
Hyperbola
Back
14
Identify 400 pts
Parabola
Back
15
Identify 300 pts
Circle
Back
16
Identify 200 pts
Ellipse
Back
17
Identify 100 pts
Hyperbola
Back
18
Hodge Podge 500 pts
The directrix equation for the parabola
x3
Back
19
Hodge Podge 400 pts
The equation of the asymptote that has positive
slope
Back
20
Hodge Podge 300 pts
The length of the major axis
6
Back
21
Hodge Podge 200 pts
The length of the latus rectum
17
Back
22
Hodge Podge 100 pts
The eccentricity for this hyperbola
Back
23
Formulas 500 pts
c2 in an ellipse
Back
24
Formulas 400 pts
Hyperbola opens up and down with center (h,k)
Back
25
Formulas 300 pts
Horizontal ellipse with center on the x-axis
Back
26
Formulas 200 pts
Vertical ellipse with center (h,k)
Back
27
Formulas 100 pts
Parabola whose vertex is at the origin and opens
down
Back
28
General Form - Standard Form 500 pts
Focus (0,0) directrix x3 eccentricity2
Back
29
General Form - Standard Form 400 pts
Foci (2,3) and (10,3) , eccentricity
Back
30
General Form - Standard Form 300 pts
Back
31
General Form - Standard Form 200 pts
Back
32
General Form - Standard Form 100 pts
Back
33
Final Jeopardy
The conic that does not have a center.
Time is up!
parabola
You have 20 sec!
Back
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