The generation time (G) for given population by completing the last column of the given Table 1. Given: An incomplete cohort life table is provided, from which the components given in column 5 is to be calculated. Table 1: A life table of Australian sharpnose shark showing survivorship and fecundity. Age (x) Survivorship of females (l x ) Fecundity of female offspring (m x ) l x m x x l x m x 0 1 0 0 1 0.32 1.98 0.63 2 0.19 2.59 0.49 3 0.11 2.81 0.31 4 0.06 2.89 0.17 5 0.03 2.92 0.08 6 0.02 2.93 0.06 7 0.01 2.93 0.03 8 0.005 2.93 0.014 9 0.003 2.93 0.008 10 0.002 0 0 Introduction: The generation time of a cohort is considered as the average age of the individuals who have produced or are expected to produce offspring in a cohort. It can be calculated by the sum of (x l x m x ) divided by the reproductive rate, R 0 of the population.

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Answer 1

Question

Chapter 54, Problem 3Q

Summary Introduction

To analyze:

The generation time (G) for given population by completing the last column of the given Table 1.

Given:

An incomplete cohort life table is provided, from which the components given in column 5 is to be calculated.

Table 1: A life table of Australian sharpnose shark showing survivorship and fecundity.

Age (x) Survivorship of females (l_x) Fecundity of female offspring (m_x) l_x m_x x l_x m_x

0 1 0 0

1 0.32 1.98 0.63

2 0.19 2.59 0.49

3 0.11 2.81 0.31

4 0.06 2.89 0.17

5 0.03 2.92 0.08

6 0.02 2.93 0.06

7 0.01 2.93 0.03

8 0.005 2.93 0.014

9 0.003 2.93 0.008

10 0.002 0 0

Introduction:

The generation time of a cohort is considered as the average age of the individuals who have produced or are expected to produce offspring in a cohort. It can be calculated by the sum of (x l_x m_x) divided by the reproductive rate, R₀ of the population.

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Answer 2

Question

Chapter 54, Problem 3Q

Summary Introduction

To analyze:

The generation time (G) for given population by completing the last column of the given Table 1.

Given:

An incomplete cohort life table is provided, from which the components given in column 5 is to be calculated.

Table 1: A life table of Australian sharpnose shark showing survivorship and fecundity.

Age (x) Survivorship of females (l_x) Fecundity of female offspring (m_x) l_x m_x x l_x m_x

0 1 0 0

1 0.32 1.98 0.63

2 0.19 2.59 0.49

3 0.11 2.81 0.31

4 0.06 2.89 0.17

5 0.03 2.92 0.08

6 0.02 2.93 0.06

7 0.01 2.93 0.03

8 0.005 2.93 0.014

9 0.003 2.93 0.008

10 0.002 0 0

Introduction:

The generation time of a cohort is considered as the average age of the individuals who have produced or are expected to produce offspring in a cohort. It can be calculated by the sum of (x l_x m_x) divided by the reproductive rate, R₀ of the population.

Expert Solution & Answer

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Answer 3

Question

Chapter 54, Problem 3Q

Summary Introduction

To analyze:

The generation time (G) for given population by completing the last column of the given Table 1.

Given:

An incomplete cohort life table is provided, from which the components given in column 5 is to be calculated.

Table 1: A life table of Australian sharpnose shark showing survivorship and fecundity.

Age (x) Survivorship of females (l_x) Fecundity of female offspring (m_x) l_x m_x x l_x m_x

0 1 0 0

1 0.32 1.98 0.63

2 0.19 2.59 0.49

3 0.11 2.81 0.31

4 0.06 2.89 0.17

5 0.03 2.92 0.08

6 0.02 2.93 0.06

7 0.01 2.93 0.03

8 0.005 2.93 0.014

9 0.003 2.93 0.008

10 0.002 0 0

Introduction:

The generation time of a cohort is considered as the average age of the individuals who have produced or are expected to produce offspring in a cohort. It can be calculated by the sum of (x l_x m_x) divided by the reproductive rate, R₀ of the population.

Expert Solution & Answer

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Check out a sample textbook solution

See solution

Answer 4

Question

Chapter 54, Problem 3Q

Summary Introduction

To analyze:

The generation time (G) for given population by completing the last column of the given Table 1.

Given:

An incomplete cohort life table is provided, from which the components given in column 5 is to be calculated.

Table 1: A life table of Australian sharpnose shark showing survivorship and fecundity.

Age (x) Survivorship of females (l_x) Fecundity of female offspring (m_x) l_x m_x x l_x m_x

0 1 0 0

1 0.32 1.98 0.63

2 0.19 2.59 0.49

3 0.11 2.81 0.31

4 0.06 2.89 0.17

5 0.03 2.92 0.08

6 0.02 2.93 0.06

7 0.01 2.93 0.03

8 0.005 2.93 0.014

9 0.003 2.93 0.008

10 0.002 0 0

Introduction:

The generation time of a cohort is considered as the average age of the individuals who have produced or are expected to produce offspring in a cohort. It can be calculated by the sum of (x l_x m_x) divided by the reproductive rate, R₀ of the population.

Expert Solution & Answer

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Answer 5

Chapter 54, Problem 3Q

Summary Introduction

To analyze:

The generation time (G) for given population by completing the last column of the given Table 1.

Given:

An incomplete cohort life table is provided, from which the components given in column 5 is to be calculated.

Table 1: A life table of Australian sharpnose shark showing survivorship and fecundity.

Age (x) Survivorship of females (l_x) Fecundity of female offspring (m_x) l_x m_x x l_x m_x

0 1 0 0

1 0.32 1.98 0.63

2 0.19 2.59 0.49

3 0.11 2.81 0.31

4 0.06 2.89 0.17

5 0.03 2.92 0.08

6 0.02 2.93 0.06

7 0.01 2.93 0.03

8 0.005 2.93 0.014

9 0.003 2.93 0.008

10 0.002 0 0

Introduction:

The generation time of a cohort is considered as the average age of the individuals who have produced or are expected to produce offspring in a cohort. It can be calculated by the sum of (x l_x m_x) divided by the reproductive rate, R₀ of the population.

Answer 6

Chapter 54, Problem 3Q

Summary Introduction

To analyze:

The generation time (G) for given population by completing the last column of the given Table 1.

Given:

An incomplete cohort life table is provided, from which the components given in column 5 is to be calculated.

Table 1: A life table of Australian sharpnose shark showing survivorship and fecundity.

Age (x) Survivorship of females (l_x) Fecundity of female offspring (m_x) l_x m_x x l_x m_x

0 1 0 0

1 0.32 1.98 0.63

2 0.19 2.59 0.49

3 0.11 2.81 0.31

4 0.06 2.89 0.17

5 0.03 2.92 0.08

6 0.02 2.93 0.06

7 0.01 2.93 0.03

8 0.005 2.93 0.014

9 0.003 2.93 0.008

10 0.002 0 0

Introduction:

The generation time of a cohort is considered as the average age of the individuals who have produced or are expected to produce offspring in a cohort. It can be calculated by the sum of (x l_x m_x) divided by the reproductive rate, R₀ of the population.

Answer 7

Chapter 54, Problem 3Q

Summary Introduction

To analyze:

The generation time (G) for given population by completing the last column of the given Table 1.

Given:

An incomplete cohort life table is provided, from which the components given in column 5 is to be calculated.

Table 1: A life table of Australian sharpnose shark showing survivorship and fecundity.

Age (x) Survivorship of females (l_x) Fecundity of female offspring (m_x) l_x m_x x l_x m_x

0 1 0 0

1 0.32 1.98 0.63

2 0.19 2.59 0.49

3 0.11 2.81 0.31

4 0.06 2.89 0.17

5 0.03 2.92 0.08

6 0.02 2.93 0.06

7 0.01 2.93 0.03

8 0.005 2.93 0.014

9 0.003 2.93 0.008

10 0.002 0 0

Introduction:

The generation time of a cohort is considered as the average age of the individuals who have produced or are expected to produce offspring in a cohort. It can be calculated by the sum of (x l_x m_x) divided by the reproductive rate, R₀ of the population.

Answer 8

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Answer 9

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Answer 10

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Answer 11

Ch. 54.1 - Prob. 1R Ch. 54.1 - Prob. 2R Ch. 54.1 - Prob. 3R Ch. 54.1 - Prob. 4R Ch. 54.2 - Prob. 1R Ch. 54.2 - Prob. 2R Ch. 54.2 - Prob. 3R Ch. 54.2 - Prob. 4R Ch. 54.3 - Prob. 1R Ch. 54.3 - Prob. 2R

Solution Summary: The author explains how the generation time of a cohort is considered as the average age of the individuals who have produced or are expected to produce offspring.

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Chapter 54 Solutions

Age (x)	Survivorship of females (l_x)	Fecundity of female offspring (m_x)	l_x m_x	x l_x m_x
0	1	0	0
1	0.32	1.98	0.63
2	0.19	2.59	0.49
3	0.11	2.81	0.31
4	0.06	2.89	0.17
5	0.03	2.92	0.08
6	0.02	2.93	0.06
7	0.01	2.93	0.03
8	0.005	2.93	0.014
9	0.003	2.93	0.008
10	0.002	0	0