The harmonic motion function d (t) = 4cos(3t), in which dis measured in centimeters and tis measured in seconds, gives the distance a swinging pendulum is from its resting position at time t. How far was the pendulum from its resting position when the motion began? What is the period of the pendulum's motion? How far is the pendulum from its resting position after 4.5 seconds? Use the paperclip button below to attach files.
The harmonic motion function d (t) = 4cos(3t), in which dis measured in centimeters and tis measured in seconds, gives the distance a swinging pendulum is from its resting position at time t. How far was the pendulum from its resting position when the motion began? What is the period of the pendulum's motion? How far is the pendulum from its resting position after 4.5 seconds? Use the paperclip button below to attach files.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.7: Applied Problems
Problem 68E
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The harmonic motion function d (t) = 4cos(3t), in which dis measured in centimeters and tis measured in seconds, gives the
distance a swinging pendulum is from its resting position at time t. How far was the pendulum from its resting position when the
motion began? What is the period of the pendulum's motion? How far is the pendulum from its resting position after 4.5 seconds?
Use the paperclip button below to attach files.
RYZEN
Pr
5
*Student can enter max 3000 characters
XOBIVEN
BIUD
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АНОЛ
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The harmonic motion function d (t) = 4cos(3t), in which dis measured in centimeters and tis measured in seconds, gives the
distance a swinging pendulum is from its resting position at time t. How far was the pendulum from its resting position when the
motion began? What is the period of the pendulum's motion? How far is the pendulum from its resting position after 4.5 seconds?
Use the paperclip button below to attach files.
RYZEN
Pr
5
*Student can enter max 3000 characters
XOBIVEN
BIUD
---
←
q
AMD
RADEON
CRAPHICS
a
2
N
alt
→>
W
S
#
to
3
x
X
EXECE
e
C
d
$
4
C
r
%
5
f
t
V
acer
Oll
A
6
D
g
y
&
7
h
O
u
b n
*
8
j
O
i
m
(
9
k
4
O
<
I
)
0
1
alt
Р
+
V
.
-
....
ctrl
{
[
Oct 30
?
40
=
1
11
1
8:05 AO
}
P
backspace
]
Acer Chro
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