The reflecting dish of a car headlight is in the shape of a parabola that is 3 inches deep and 6 inches wide. So that the light reflects into the dish and out from the light parallel to the headlights axis of symmetry, how far from the base of the light should the light bulb be placed (round your answer to the nearest hundredth)?
The reflecting dish of a car headlight is in the shape of a parabola that is 3 inches deep and 6 inches wide. So that the light reflects into the dish and out from the light parallel to the headlights axis of symmetry, how far from the base of the light should the light bulb be placed (round your answer to the nearest hundredth)?
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The reflecting dish of a car headlight is in the shape of a parabola that is 3 inches deep and 6 inches
wide. So that the light reflects into the dish and out from the light parallel to the headlights axis of
symmetry, how far from the base of the light should the light bulb be placed (round your answer to the
nearest hundredth)?
* Student can enter max 2000 characters
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Transcribed Image Text:F2
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The reflecting dish of a car headlight is in the shape of a parabola that is 3 inches deep and 6 inches
wide. So that the light reflects into the dish and out from the light parallel to the headlights axis of
symmetry, how far from the base of the light should the light bulb be placed (round your answer to the
nearest hundredth)?
* Student can enter max 2000 characters
F3
3
1=
=
XD E BIU 2m em
F4
$
4
F5
1
%
5
Q Search
Use the paperclip button below to attach files.
F6
Q
A
6
F7
F8
&
7
+
F9
*
8
F10
Pa
(
9
F11
)
0
F12
19
@
Prt Sc
Insert
Backspace
1
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