In Exercises 11 to 16, the drawing shows trapezoid ABCD with A B ¯ | | D C ¯ ; also, M and N are midpoints of A D ¯ and B C ¯ , respectively. Exercises 11-16 Given: M N = 6.3 a n d D C = 7.5 Find: A B
In Exercises 11 to 16, the drawing shows trapezoid ABCD with A B ¯ | | D C ¯ ; also, M and N are midpoints of A D ¯ and B C ¯ , respectively. Exercises 11-16 Given: M N = 6.3 a n d D C = 7.5 Find: A B
Solution Summary: The author explains that MN is the median of the trapezoid ABCD.
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7.2 HW Central Angles, Arcs, and Arc Lengths
POSSIBLE POINTS: 6.67
11. If myQ=(y+7), mQR = (x+11), mRS = (3y), and mST = 65°, find the values of x and y.
R
V
X =
y =
W
S
T
q
W
a
It
N
S
C
%
65
54
# m
d
DELL
96
t
y
0
27
&
J
* 00
8
x=
y=
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g
h
J
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X
C
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1
Feb 26
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The three right triangles below are similar.
The acute angles LL, LR, and ZZ are all approximately measured to be 66.9°.
The side lengths for each triangle are as follows.
Note that the triangles are not drawn to scale.
Z
20.17 m
60.51 m
66.9° 7.92 m
66.9°
80.68 m
66.9°
23.76 m
31.68 m
Take one
18.55 m
K
P
55.65 m
X
74.2 m
Y
(a) For each triangle, find the ratio of the length of the side opposite 66.9° to the length of the
hypotenuse. Round your answers to the nearest hundredth.
JK
JL
PQ
PR
XY
☐
XZ
(b) Use the ALEKS Calculator to find sin 66.9°, cos 66.9°, and tan 66.9°.
Round your answers to the nearest hundredth.
sin 66.9° = ☐
cos 66.9°
tan 66.9° = ☐
(c) Which trigonometric function gives each ratio of sides in part (a)?
Osine
Ocosine
Otangent
none of these
T
Figure
E
Statement
33
33°
H
40
R
37°
83°
S
T
55
45
K
S
30
U
44
87
H
56
36
°
54
F
83°
66
P
33
87°
°
I
42
200
R
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