Table 1: The number of different beetle species recovered in the six quadrats randomly thrown in Area A₁ Area (cm²) 10 Species alpha beta gamma delta epsilon zeta eta theta iota kappa lambda mu nu Sample 1 0 0 0 38 0 0 7 0 9 0 0 8 0 320 Sample 6 293 272 381 63 436 26 93 37 42 91 37 305 15 20 80 Sample Sample 2 4 7 0 0 472 0 6 9 103 3 7 0 7 7 00007 8 8 306 548 0 108 34 0 7 4 245 43 • Draw a species area curve for the above data • Label the axes and provide a comprehensive legend 40 Sample 3004 145 919 0 7 114 7 ∞006 O 8 0 160 Sample 5 56 9 2 514 6 101 0 0 121 91 812 41 99

Algebra & Trigonometry with Analytic Geometry
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ISBN:9781133382119
Author:Swokowski
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Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 32E
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Please assist with following question Use table 1 information please
46
MTNSA EveryoneNeeds... VOLTE
Area
(cm²)
Species
alpha
beta
Table 1: The number of different beetle species recovered in the six quadrats
randomly thrown in Area A,
gamma
delta
epsilon
zeta
eta
theta
jota
kappa
lambda
mu
nu
DOC-20221012-WA0036. - Unsaved
8 5
10
320
Sample Sample
1
6
0
293
0
272
0
381
38
63
0
436
0
26
7
93
37
42
91
37
305
15
Species
alpha
beta
eta
0
gamma
delta
epsilon
zeta
9
0
0
8
0
20
Sample
2
Sample 1
BI U
A
7
0
0
472
0
6
9
103
3
7
• Draw a species area curve for the above data
• Label the axes and provide a comprehensive legend
0
7
7
80
Sample
4
8
8
7
306
548
0
108
34
0
7
4
L
O
245
43
Table 2: The number of different beetle species recovered in three of the
four quadrats randomly thrown in Area C3
Sample 2
9
1
103
0
7
36
0
40
Sample
3
0
0
4
145
919
0
7
114
7
8
A
49 16:59
0
U
6
0
160
Sample
5
56
9
2
514
6
101
0
0
121
91
812
41
99
Sample 3
5
0
18
0
9
0
9
|||
Transcribed Image Text:46 MTNSA EveryoneNeeds... VOLTE Area (cm²) Species alpha beta Table 1: The number of different beetle species recovered in the six quadrats randomly thrown in Area A, gamma delta epsilon zeta eta theta jota kappa lambda mu nu DOC-20221012-WA0036. - Unsaved 8 5 10 320 Sample Sample 1 6 0 293 0 272 0 381 38 63 0 436 0 26 7 93 37 42 91 37 305 15 Species alpha beta eta 0 gamma delta epsilon zeta 9 0 0 8 0 20 Sample 2 Sample 1 BI U A 7 0 0 472 0 6 9 103 3 7 • Draw a species area curve for the above data • Label the axes and provide a comprehensive legend 0 7 7 80 Sample 4 8 8 7 306 548 0 108 34 0 7 4 L O 245 43 Table 2: The number of different beetle species recovered in three of the four quadrats randomly thrown in Area C3 Sample 2 9 1 103 0 7 36 0 40 Sample 3 0 0 4 145 919 0 7 114 7 8 A 49 16:59 0 U 6 0 160 Sample 5 56 9 2 514 6 101 0 0 121 91 812 41 99 Sample 3 5 0 18 0 9 0 9 |||
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