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School
Advantage Career Institute *
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Course
S4823194
Subject
Mathematics
Date
Jan 9, 2024
Type
Pages
5
Uploaded by BrigadierBeePerson957
12/1/23,8:42
PM
Avex
e
pex
Learning
-
Test
5.6.6
Test
(TST):
Conic
Sections
Precalculus
Honors
Sem
1
P
e
'
Points
Possible:
100
Name:
Aiden
Amaral
Date:
Answer
the
following
questions
using
what
you've
learned
from
this
unit.
Write
your
responses
in
the
space
provided.
T
(x=3
+(y+12
=25
Part
I:
What
kind
of
conic
section
is
this?
(2
points)
Cre\
2
Part
Il:
What
are
the
relevant
characteristics
of
the
graph
of
this
conic
section?
(4
points)
Y=
%
Conrerz
(B
1=v)
Part
lll:
Sketch
a
graph
of
this
equation.
(2
points)
2
(x#22
(y-3F
9
16
Part
I:
What
kind
of
conic
section
is
this?
(2
points)
&\\'\\OD‘L
Part
II:
Identify
the
coordinates
of
the
center,
the
four
vertices,
and
the
two
foci
of
this
conic
section.
(6
points)
CaY/
Q
’7\
LR
s
(;1
I
»‘M
2,
-\
\
focr
=5(-2,%
—37)
)
Co-wvyriy
C
(
Eg
https:/course
apexlearning
.com/public/cpop/5006006/3162311
—
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It
Leaming
-
Test
—
12/12/23,8:42
PM
ppex
g
fi‘\
I
=
\
Part
lll:
Sketch
a
graph
of
this
equation.
(4
points)
3
-2
(x+37
.
4
9
Part
I:
What
kind
of
conic
section
is
this?
(2
points)
\/\\J
Nevhaoln
Part
II:
What
are
the
coordinates
of
the
center,
the
two
vertices,
and
the
two
foci?
(6
points)
N\
Cenyess
(1)
L\
TS
(,
k\\
3,
('
Tl
(-9,
2-019)
(
.
2)
Part
lll:
What
are
the
equations
of
the
asymptotes?
(2
points)
LTl
8N
ZX
=
-
ZL2X
o
=
Part
IV:
Graph
this
comc
sectlon
on
the
graph
provided:
(2
points)
N
///
\/‘/
N
\\-
_
-
—
e
A\
hupsj/coursc,apcxleaming.oorn/publidcpop/S(XM)filj
162311
Apex
Learning
-
Test
4.
(y-7)"
=-12(x+1)
Part
I:
What
kind
of
conic
section
is
this?
(2
points)
\){\
[
\V)
0\
A
Part
Il:
What
are
the
coordinates
of
the
vertex
and
focus
of
this
graph?
(4
points)
vurrox
s
(-
Y
malcfghp
ol
oz
)
Part
llI:
What
is
the
equation
of
the
directrix?
(2
points)
5.
Write
the
equation
in
standard
form.
Then
identify
the
conic
section
and
its
center.
x2+y?
-Bx+10y+15=0
Part
I:
Complete
the
square
t/olwrite
this
equation
in
standard
form.
(4
points)
(>-\)
*@
19\
24
Part
II:
Find
the
coordinates
of
the
center
and
the
radius
of
the
circle.
(4
points)
6.
Write
the
equation
in
standard
form.
Then
identify
the
conic
section
and
its
center.
yi+dy-8x+4=0
Part
I:
Complete
the
square
to
write
this
equation
in
standard
form.
(4
points)
i
1
(\
(Y
l\
2%
https://course
apexlearning.
com/public/cpop/5006006/3162311
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