ANSWER THE FULL QUESTION PLEASE.
Homework Answers
Add Answer to:
ANSWER THE FULL QUESTION PLEASE.
Assume the given Leslie matrix L for a population of female...
Leslie Matrix-Calc 2 Question 1) What is the fraction of one-year-olds present at time t that...
Leslie Matrix-Calc 2 Question
1) What is the fraction of one-year-olds present at time t that
survive to time t+1?
2)What is the average number of female offspring of a
two-year-old female?
Assume the given Leslie matrix L for a population of female birds. Determine the number of age classes in the population, the fraction of one-year-olds present at time t that survive to time t + 1, and the average number of female offspring of a two-year-old-female. 2 4...
help me with this calculus question please!! For the following Leslie matrix, (a) find a population...
help me with this calculus question please!!
For the following Leslie matrix, (a) find a population of size 40,000 for which the proportion of the population in each age group stays the same from one year to the next, and (b) tell by what factor the population grows or declines each year 0.2 1.4 0.3 0.1 (a) Let the first and second columns of the Leslie matrix correspond to the populations x1 and x2, respectively. The population in each age...
4. (18k-Home Part 16 polls edil) Suppose that L= ) is a Leslie matrix for a...
4. (18k-Home Part 16 polls edil) Suppose that L= ) is a Leslie matrix for a population with two age classes. (a) Explain meanings of all elements in the Leslie matrix clearly. (b) Determine the larger eigenvalue of L and give a biological interpretation of the larger eigenvalue. (c) Find the stable age distribution with a reasonable explanation.
Stable and Unstable Equilibria The black bear population model developed in the previous section is an example of a Leslie matrix. A Leslie matrix model of a population gives the rates at which indiv...
Stable and Unstable Equilibria The black bear population model developed in the previous section is an example of a Leslie matrix. A Leslie matrix model of a population gives the rates at which individuals go from one life stage to another. In this case, we have two life stages, juvenile and adult. The diagonal entries give the fraction of the population that stays within the same life stage, while the off-diagonal entry in the top row gives the birth rate...
Thanks ahead of time!!! Problem 2: Modeling inseet population dynamies The use of arrays and matrix...
Thanks ahead of time!!!
Problem 2: Modeling inseet population dynamies The use of arrays and matrix algebra are ideal for modeling population dynamics of organisms. If n) is computed from represents the number of organisms at time t, then the number at a later time, t+1, can be n(t+1) An(t). The array (vector, n) consists of the nurnber of females in each age class, and the array (matrix, A), called a Leslie matrix, is the survival- replacement matrix. Multiplying the...
2. (Adapted from problem 9.9 in the text) A population of insects is divided into two...
2. (Adapted from problem 9.9 in the text) A population of insects is divided into two stages. Females in the first stage produce 3 female offspring each, and 25 percent survive to the second stage. The females in the second stage produce 7 female offspring and then die. When a new female is born (from a female in either stage), it becomes first stage female. a (a) Write down a matrix model for these populations that determines how the pop-...
Linear Algebra Project : Urban Population Dynamics This project is about population modeling and how linear...
Linear Algebra Project : Urban Population Dynamics This project is about population modeling and how linear algebra tools may be used to study it. Population modeling is useful from different perpectives: 1, planners at the city, state, and national level who look at human populations and need forecasts of populations in order to do planning for future needs. These future needs include housing, schools, care for elderly, jobs, and utilities such as electricity, water and transportation. 2. businesses do population...
•The average number of females that will be produced by a new born female during its...
•The average number of females that will be produced by a new
born female during its life time.
•Function of age-specific birth and survivorship
•Represents the growth rate of the population per generation
The DMWC have given Telly data on a cohort of 97 snuffles
trapped and radio-tagged that was followed for 10 years. Here is
what he came up with
Calculate R0 (Basic reproductive rate)
0.72
1.2
2.5
-1.5
0.89
X Пх Ix SX ITLX IXITEX XIXTX 0 97...
[75 pts] A system is defined by the following matrix equation: 5 50 10||Jal+|-120 1500 90||...
[75 pts] A system is defined by the following matrix equation: 5 50 10||Jal+|-120 1500 90|| 0 10 251 ly3l L-270 90 400 JLy3 slel-1-000-120-170E」 2 x 105-105 +1-105 2x105 011Y2 with initial conditions: ỹ"(0) = [0.1, 0.2, 0.3] and y"(0) = [3,-2, 1] (4) (5 pts) Determine the time for each of the three modes, t,,t,,t,, at which ejnji,j 1,2,3 is reduced from 1.0 to 0.001 (ie, the time for yn(t) of that mode to damp out).
Table 1: 2012 Current Population Survey Data Dependent Variable: Av Hourly Eaming 8.31 0.2 3.85 0.2...
Table 1: 2012 Current Population Survey Data Dependent Variable: Av Hourly Eaming 8.31 0.2 3.85 0.2 8.34 8.32 0.22 3.81 0.22 0.51 0.04 College (X) Female (X2) Age (X3) Northeast (x) Midwest (L.) South (Xs) Intercept 3.80 0.52 04 0.18 36 1.23 31 0.43 30 2.05 17.02 1.87 Forthis question, refer to the table of estimated regressions in Table 1, computed using data from the 2012 CPS. The dataset contains information on 7,440 full-time, full-year workers. The highest educational achievement...
Leslie Matrix-Calc 2 Question
1) What is the fraction of one-year-olds present at time t that
survive to time t+1?
2)What is the average number of female offspring of a
two-year-old female?
Assume the given Leslie matrix L for a population of female birds. Determine the number of age classes in the population, the fraction of one-year-olds present at time t that survive to time t + 1, and the average number of female offspring of a two-year-old-female. 2 4...
help me with this calculus question please!!
For the following Leslie matrix, (a) find a population of size 40,000 for which the proportion of the population in each age group stays the same from one year to the next, and (b) tell by what factor the population grows or declines each year 0.2 1.4 0.3 0.1 (a) Let the first and second columns of the Leslie matrix correspond to the populations x1 and x2, respectively. The population in each age...
4. (18k-Home Part 16 polls edil) Suppose that L= ) is a Leslie matrix for a population with two age classes. (a) Explain meanings of all elements in the Leslie matrix clearly. (b) Determine the larger eigenvalue of L and give a biological interpretation of the larger eigenvalue. (c) Find the stable age distribution with a reasonable explanation.
Stable and Unstable Equilibria The black bear population model developed in the previous section is an example of a Leslie matrix. A Leslie matrix model of a population gives the rates at which individuals go from one life stage to another. In this case, we have two life stages, juvenile and adult. The diagonal entries give the fraction of the population that stays within the same life stage, while the off-diagonal entry in the top row gives the birth rate...
Thanks ahead of time!!!
Problem 2: Modeling inseet population dynamies The use of arrays and matrix algebra are ideal for modeling population dynamics of organisms. If n) is computed from represents the number of organisms at time t, then the number at a later time, t+1, can be n(t+1) An(t). The array (vector, n) consists of the nurnber of females in each age class, and the array (matrix, A), called a Leslie matrix, is the survival- replacement matrix. Multiplying the...
2. (Adapted from problem 9.9 in the text) A population of insects is divided into two stages. Females in the first stage produce 3 female offspring each, and 25 percent survive to the second stage. The females in the second stage produce 7 female offspring and then die. When a new female is born (from a female in either stage), it becomes first stage female. a (a) Write down a matrix model for these populations that determines how the pop-...
Linear Algebra Project : Urban Population Dynamics This project is about population modeling and how linear algebra tools may be used to study it. Population modeling is useful from different perpectives: 1, planners at the city, state, and national level who look at human populations and need forecasts of populations in order to do planning for future needs. These future needs include housing, schools, care for elderly, jobs, and utilities such as electricity, water and transportation. 2. businesses do population...
•The average number of females that will be produced by a new
born female during its life time.
•Function of age-specific birth and survivorship
•Represents the growth rate of the population per generation
The DMWC have given Telly data on a cohort of 97 snuffles
trapped and radio-tagged that was followed for 10 years. Here is
what he came up with
Calculate R0 (Basic reproductive rate)
0.72
1.2
2.5
-1.5
0.89
X Пх Ix SX ITLX IXITEX XIXTX 0 97...
[75 pts] A system is defined by the following matrix equation: 5 50 10||Jal+|-120 1500 90|| 0 10 251 ly3l L-270 90 400 JLy3 slel-1-000-120-170E」 2 x 105-105 +1-105 2x105 011Y2 with initial conditions: ỹ"(0) = [0.1, 0.2, 0.3] and y"(0) = [3,-2, 1] (4) (5 pts) Determine the time for each of the three modes, t,,t,,t,, at which ejnji,j 1,2,3 is reduced from 1.0 to 0.001 (ie, the time for yn(t) of that mode to damp out).
Table 1: 2012 Current Population Survey Data Dependent Variable: Av Hourly Eaming 8.31 0.2 3.85 0.2 8.34 8.32 0.22 3.81 0.22 0.51 0.04 College (X) Female (X2) Age (X3) Northeast (x) Midwest (L.) South (Xs) Intercept 3.80 0.52 04 0.18 36 1.23 31 0.43 30 2.05 17.02 1.87 Forthis question, refer to the table of estimated regressions in Table 1, computed using data from the 2012 CPS. The dataset contains information on 7,440 full-time, full-year workers. The highest educational achievement...
Most questions answered within 3 hours.
-
A college student is employed as a door-to-door newspaper
salesman. Historical data suggests that the student...
asked 31 minutes ago -
MATLAB HW 11 problem using Switch Case and Input commands
Write a script file that calculates...
asked 16 minutes ago -
Considering gravitational time dilation, calculate the time that
passes in Earth’s surface while 1 hour passes...
asked 55 minutes ago -
Minitab Problem: Take the Lake Hume June rainfall data and find
use the processes outlined in...
asked 1 hour ago -
X Company is trying to decide whether to continue using old
equipment to make Product A...
asked 1 hour ago -
IN PYTHON ONLY !! Program 2: Re-work
program #5 (WeeklyHours) from the previous assignment such that...
asked 2 hours ago -
The average length of time between arrivals at a turnpike
toll-booth is 26 seconds. What is...
asked 4 hours ago -
(a) A piston at 6.1 atm contains a gas that occupies a volume of
3.5 L....
asked 5 hours ago -
Please answer true or false. Words
cannot be changed or added in to make it true...
asked 5 hours ago -
An empty test tube weighs 15.923 grams. Then,
MgCl2•6H2O is added into the test tube. After...
asked 5 hours ago -
Assume memory access is 10 units of time and disk access is
10000 units of time....
asked 5 hours ago -
1. Are all good samples random?
2. Magazines often report surveys giving statistics such as “63%...
asked 5 hours ago