4. The AP is the median of the AABC (figure below). Determine the length of AP. 169 6 $39 6 e. none of the above a. C. b. d. 177 6 127 6 AB= 4 AC = 5 BC = 6 B
4. The AP is the median of the AABC (figure below). Determine the length of AP. 169 6 $39 6 e. none of the above a. C. b. d. 177 6 127 6 AB= 4 AC = 5 BC = 6 B
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
Related questions
Question
![4. The AP is the median of the AABC (figure below). Determine the
AB = 4
177
b.
AC = 5
6
BC = 6
DA
d.
e. none of the above
B
length of AP.
a.
C.
169
139
6
5. If in the figure above, a line is drawn from A through BC dividing
BC in the ratio 2:1 at Q. Find the length of AQ?
126
a. √30
3
√114
3
e. none of the above
C.
C.
7. What is AQ such RC, AP and BQ are concurrent (see figure
below).
8
a.
c. y
C.
21
10
e. none of the above
NH|N
15
15
2
a. y = -x +
7
e. none of the above
X
+1
N|WN| W
3
b.
6. In the corresponding figure below, what is the value of x such that
the points P, Q, and R will be collinear?
21
a. 3
b.
13
2
3
7
15
2
2
e. none of the above
d.
d. 2
9
15
B
P
b. y =
P
8. The equation of the image when the line y = ½x + 1 is translated
through (3,-1) is?
H|NL|N
2
d. y = X
I
+
B
b.
-lo-la
d. √13
2
AR=1
RB=3
BP=2
2
PC=5
CQ=4
QA=?
A
P
Q
A
R Q
с
AP=3
PB=5
BC=7
CR=X
CQ=2
QA=4
R](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fba924253-acb3-4464-b19e-3a83a1071105%2Fcc453f42-bf90-46fa-a639-ec4dfa511a55%2Fxq4z03n_processed.jpeg&w=3840&q=75)
Transcribed Image Text:4. The AP is the median of the AABC (figure below). Determine the
AB = 4
177
b.
AC = 5
6
BC = 6
DA
d.
e. none of the above
B
length of AP.
a.
C.
169
139
6
5. If in the figure above, a line is drawn from A through BC dividing
BC in the ratio 2:1 at Q. Find the length of AQ?
126
a. √30
3
√114
3
e. none of the above
C.
C.
7. What is AQ such RC, AP and BQ are concurrent (see figure
below).
8
a.
c. y
C.
21
10
e. none of the above
NH|N
15
15
2
a. y = -x +
7
e. none of the above
X
+1
N|WN| W
3
b.
6. In the corresponding figure below, what is the value of x such that
the points P, Q, and R will be collinear?
21
a. 3
b.
13
2
3
7
15
2
2
e. none of the above
d.
d. 2
9
15
B
P
b. y =
P
8. The equation of the image when the line y = ½x + 1 is translated
through (3,-1) is?
H|NL|N
2
d. y = X
I
+
B
b.
-lo-la
d. √13
2
AR=1
RB=3
BP=2
2
PC=5
CQ=4
QA=?
A
P
Q
A
R Q
с
AP=3
PB=5
BC=7
CR=X
CQ=2
QA=4
R
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