1a)b)c)d)3Jack is on one side of a 200-foot-wide canyon and Jill is on the other.Jack and Jill can both see the trail200 feet100 feet400 feet300 feeta)19b) 60c) 30d) 24e) 11guide in the canyon at an angle ofdepression of 60 degrees. How farare they from the trail guide?go to station 3go to station 5go to station 8go to station 10In ADEF, d = 24, mZD = 37,and mZE = 49°. Find e to thenearest whole number.Find thego to station 9go to station 7go to station 10go to station 5go to station 22a) 12.73b) 105Find the lengthof a.c) 17.39d) 13.384go to station 1about 92.1 metersabout 6.4 metersabout 25 metersabout 4.3 metersgo to station 7go to station 6go to station 3During a figure skating routine,Justin and Karrie skate apart with anangle of 15 between them. Karrieskates for 5 meters and Justin skatesfor 7 meters. How far apart are theskaters?4Find m/Cgo to station 2go to station 9go to station 1go to station 6 5b) 33c) 80dd) 327b)SEFind thelength of b.go to station 6go to station 915.8 miles31.2 miles21.7 miles18.5 milesgo to station 3go to station 8Airplane A is flying directly toward theairport which is 20 miles away. The pilotnotices airplane B 45° to her right. AirplaneB is also flying directly toward the airport.The pilot of airplane B calculates thatairplane A is 50° to his left. Based on thatinformation, about how far is airplane 3from the airport?go to station 4go to station 8go to station 9go to station 2hn68a)Find mZC.b) 122.9⁰c) 78.5°d) 101.5°go to station 10go to station 1go to station 9go to station 7Find the lengthof b.Bgo to station 1ngo to station 4go to station 3go to station 715

Note: Since you have posted multiple questions we will solve the first question for you. If you want any specific question to be solved then please specify the question number. 1) Jack is on one side of a 200-feet wide canyon and Jill is on the other. Jack and Jill both can see the trail guide in the canyon at an angle of depression of 60 degrees.The diagram for this situation is given as By using the law of sines, sin(A)a=sin(B)b=sin(C)csin(60°)a=sin(60°)200sin(60°)sin(60°)=a2001=a200a=200 Here a = b So b = 200 Therefore, Jack and Jill are 200 feet from the trail guide.

Math

Trigonometry

1 a) b) c) d) Jack is on one side of a 200-foot- wide canyon and Jill is on the other. Jack and Jill can both see the trail guide in the canyon at an angle of depression of 60 degrees. How far are they from the trail guide? 200 feet 100 feet 400 feet 300 feet go to station 3 go to station 5 go to station 8 go to station 10

1 a) b) c) d) Jack is on one side of a 200-foot- wide canyon and Jill is on the other. Jack and Jill can both see the trail guide in the canyon at an angle of depression of 60 degrees. How far are they from the trail guide? 200 feet 100 feet 400 feet 300 feet go to station 3 go to station 5 go to station 8 go to station 10

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°.

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Question

1
a)
b)
c)
d)
3
Jack is on one side of a 200-foot-
wide canyon and Jill is on the other.
Jack and Jill can both see the trail
200 feet
100 feet
400 feet
300 feet
a)
19
b) 60
c) 30
d) 24
e) 11
guide in the canyon at an angle of
depression of 60 degrees. How far
are they from the trail guide?
go to station 3
go to station 5
go to station 8
go to station 10
In ADEF, d = 24, mZD = 37,
and mZE = 49°. Find e to the
nearest whole number.
Find the
go to station 9
go to station 7
go to station 10
go to station 5
go to station 2
2
a) 12.73
b) 105
Find the length
of a.
c) 17.39
d) 13.38
4
go to station 1
about 92.1 meters
about 6.4 meters
about 25 meters
about 4.3 meters
go to station 7
go to station 6
go to station 3
During a figure skating routine,
Justin and Karrie skate apart with an
angle of 15 between them. Karrie
skates for 5 meters and Justin skates
for 7 meters. How far apart are the
skaters?
4
Find m/C
go to station 2
go to station 9
go to station 1
go to station 6

5
b) 33
c) 80
d
d) 32
7
b)
SE
Find the
length of b.
go to station 6
go to station 9
15.8 miles
31.2 miles
21.7 miles
18.5 miles
go to station 3
go to station 8
Airplane A is flying directly toward the
airport which is 20 miles away. The pilot
notices airplane B 45° to her right. Airplane
B is also flying directly toward the airport.
The pilot of airplane B calculates that
airplane A is 50° to his left. Based on that
information, about how far is airplane 3
from the airport?
go to station 4
go to station 8
go to station 9
go to station 2
hn
6
8
a)
Find mZC.
b) 122.9⁰
c) 78.5°
d) 101.5°
go to station 10
go to station 1
go to station 9
go to station 7
Find the length
of b.
B
go to station 1
n
go to station 4
go to station 3
go to station 7
15

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