Appendix D: Polar Form of Conic Sections
1.
Only the calculator graph is shown here.
See Figure 1.
2.
Only the calculator graph is shown here.
See Figure 2.
3.
Only the calculator graph is shown here.
See Figure 3.
4.
Only the calculator graph is shown here.
See Figure 4.
Figure 1
Figure 2
Figure 3
Figure 4
5.
Only the calculator graph is shown here.
See Figure 5.
6.
Only the calculator graph is shown here.
See Figure 6.
7.
Only the calculator graph is shown here.
See Figure 7.
8.
Only the calculator graph is shown here.
See Figure 8.
Figure 5
Figure 6
Figure 7
Figure 8
9.
Only the calculator graph is shown here.
See Figure 9.
10.
Only the calculator graph is shown here.
See Figure 10.
11.
Only the calculator graph is shown here.
See Figure 11.
12.
Only the calculator graph is shown here.
See Figure 12.
Figure 9
Figure 10
Figure 11
Figure 12
Yscl
1
Xscl
1
Yscl
1
Xscl
1
Yscl
1
Xscl
1
Yscl
1
Xscl
1
3
1.175, 1.175
4
by
3
.775, .775
4
3
1.175, 1.175
4
by
3
.775, .775
4
3
9.4, 9.4
4
by
3
6.2, 6.2
4
3
9.4, 9.4
4
by
3
6.2, 6.2
4
Yscl
1
Xscl
1
Yscl
1
Xscl
1
Yscl
1
Xscl
1
Yscl
1
Xscl
1
3
9.4, 9.4
4
by
3
6.2, 6.2
4
3
9.4, 9.4
4
by
3
6.2, 6.2
4
3
9.4, 9.4
4
by
3
6.2, 6.2
4
3
4.7, 4.7
4
by
3
3.1, 3.1
4
Yscl
1
Xscl
1
Yscl
1
Xscl
1
Yscl
1
Xscl
1
Yscl
1
Xscl
1
3
4.7, 4.7
4
by
3
3.1, 3.1
4
3
2.75, 3.25
4
by
3
2.8, 2.8
4
3
10, 10
4
by
3
10, 10
4
3
10, 10
4
by
3
10, 10
4
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13.
The conic is a parabola, so
.
Since the vertical directrix is 3 units to the right of the pole, the equation is
of the form
with
.
The equation for this parabola is
.
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 Spring '08
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 Calculus, Conic Sections, Sin, Cos, Conic section

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