on an Orbiting Satellite? For the first eight exercises, find the length x. For the remaining exercises, find the length needed to solve the problem. Round each answer to the nearest tenth. Cross out each box that contains a correct answer. When you finish, write the letters from the remaining boxes in the spaces at the bottom of the page. (1 2 4 m (4 32° 20 8 m 30 m 57° 5 5 m 39° 6 15 cm 43° 61°x 200 m (8 18° 76° 70 cm 22 cm
on an Orbiting Satellite? For the first eight exercises, find the length x. For the remaining exercises, find the length needed to solve the problem. Round each answer to the nearest tenth. Cross out each box that contains a correct answer. When you finish, write the letters from the remaining boxes in the spaces at the bottom of the page. (1 2 4 m (4 32° 20 8 m 30 m 57° 5 5 m 39° 6 15 cm 43° 61°x 200 m (8 18° 76° 70 cm 22 cm
Trigonometry (11th Edition)
11th Edition
ISBN:9780134217437
Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Chapter1: Trigonometric Functions
Section: Chapter Questions
Problem 1RE:
1. Give the measures of the complement and the supplement of an angle measuring 35°.
Related questions
Question
Transcribed Image Text:What Do They Call the Big Grass Field
on an Orbiting Satellite?
For the first eight exercises, find the length x. For the remaining exercises, find the length needed to solve the problem. Round
each answer to the nearest tenth. Cross out each box that contains a correct answer. When you finish, write the letters from
the remaining boxes in the spaces at the bottom of the page.
1
(2
3
4.
4 m
20°
8 m
32°
30 m
39°
57°
5 m
6.
15 cm
61°
7
43°
200 m
8
76°
18°
70 cm
At a point 20 meters from a
flagpole, the angle of
elevation of the top of
the flagpole is 48°.
How tall is the
flagpole?
(10) If a rocket flies 2° off course for
1000 miles, how far.from the
correct path will the rocket be?
(11) As it leans against a building,
a 9-meter ladder makes
an angle of 55° with the
ground. How far is the
bottom of the ladder
from the base of
the building?
1000 mi
2°
48°
55°
20 m
TH
АР
ET
AR
UN
A
KI
S
4.7 m
5.4 m
5.2 m
2.1 m
23.5 m
6.2 m
22.2 m
28.7 mi
61.8 m
RU
NS
TO
P
UP
A
KY
NI
CE
18.5 cm
3.2 m
7.3 cm
63.6 m
34.9 mi
15.3 cm
10.9 m
16.9 cm
17.1 cm
W 6
22 cm
OBJECTIVE 5-c: To use trigonometric ratios to find
lengths of sides of right triangles.
ALGEBRA WITH PIZZAZZ!
© Creative Publications
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