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Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.2: Trigonometric Equations
Problem 100E
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5 6 7 8
10 11
12
At the Maryland State Fair, there is a small Ferris wheel
with the following dimensions:
zoom in
• Radius 30 ft
• Maximum height 70 ft
ROUND ANSWERS TO NEAREST HUNDREDTH
1 What is the height of a rider starting at point A?
G
2 What is the lowest height on the ride?
0/1
3 What is the angle of rotation from point A to point B?
4 What is the height of a person at point B?
What position has the same height as point B? What is the angle of
from point A to that position?
tation
0/1
Write an equation for the person's height as a function of the angle of
rotation:
zoom in
8 The wheel takes 90 seconds to make a full rotation. Write an equation for
the person's height as a function of time!
?/1
8. What is the person's height after.
9 1 second?
10 14 seconds?
11 20 seconds?
8
12 There is a long line so the operator decides to speed up the wheel so that
now it only takes 60 seconds to make a full rotation. Write a new formula
for the height as a function of time:
7/1
口
Transcribed Image Text:5 6 7 8 10 11 12 At the Maryland State Fair, there is a small Ferris wheel with the following dimensions: zoom in • Radius 30 ft • Maximum height 70 ft ROUND ANSWERS TO NEAREST HUNDREDTH 1 What is the height of a rider starting at point A? G 2 What is the lowest height on the ride? 0/1 3 What is the angle of rotation from point A to point B? 4 What is the height of a person at point B? What position has the same height as point B? What is the angle of from point A to that position? tation 0/1 Write an equation for the person's height as a function of the angle of rotation: zoom in 8 The wheel takes 90 seconds to make a full rotation. Write an equation for the person's height as a function of time! ?/1 8. What is the person's height after. 9 1 second? 10 14 seconds? 11 20 seconds? 8 12 There is a long line so the operator decides to speed up the wheel so that now it only takes 60 seconds to make a full rotation. Write a new formula for the height as a function of time: 7/1 口
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ISBN:
9781133382119
Author:
Swokowski
Publisher:
Cengage