REAL-WORLD
APPLICATIONS
OF
TRIGONOMETRIC
FUNCTIONS:
INTRO
eX.
rubbits
->
R=15,000c0s(*2t)
+
20,000
->
population
varies/s.000
in
either
direction
of
20,000
so
min.
20000
-
15,000-5,000
and
may.
20,000
+
15,000
=
35,000
t
↓
am
period
vertical
shift
Coyotes
-
>2
=
2,000sin()
+
4,000
->
min.
2000
and
max.
4.000
-make
a
table
of
values
from
1-24
ruths
for
each
animal
population
Rabbit
conote
Time
in
months
pop.
pop.
-
rabbit
population
reaches
a
min.
in
the
12th
month
and
a
mux.
in
the
24th
roth.
The
coupte
population
I
34,489
4.51'
reaches
a
min.
in
the
18t
month
und
a
max,
in
the
hith
month
I
32,940
5,000
3
301407
5.114
4
27,500
5,732
1.
am
-
160°C
S
23882
5,432
2um-
15°
C
201000
⊥
roo
-
max
3
am-
14
7
14.118
5.432
4
am
-
132
g
12.500
5,733
Sam.
13
9
9.393
5,41D
I
am
13
10
FrUI0
5,002
I
am
1492
11
5.5II
4,520
8
am,
gr
min
-
12
500O
4,UU3
p
=
aum
Inc
13
5,511
53,484
10
an
110
14
7,018
3003
11
am
1982
15
9.393
2.584
#
12
Ism
I
16
12,500
er270
17
16.118
2044
21
-
5
18
201000
2000
-min
14
23.882
2.027
20
27,500
ZrZuS
21
30/6072.582
f(t)
=
37sin(
-5)
+
88
22
32990
2.945
23
34484
3476
max-
24
35,000
3.944