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- Need help with 1 and 2 questions: 1.) Two different populations of commander butterfly were studied over a period of two years. The following results were obtained. Population size of commander butterflies Population| Original size| Final size 1 2436 2873 2 2185. 2649 Which of the following concepts would best compare the change in population size of the two populations? A.) Growth rate (gr ) B.) Biotic potential (r) C.) Density (Dp ) D.) Per capita growth rate (cgr ) 2.) When population density reaches the carrying capacity of the environment, the death rate in the population becomes A.) less than the birth rate B.) equal to the birth rate C.) more than the emigration rate D.) more than the immigration ratePlease help me with these ungraded practice problems. I am a bit confused. Draw the plots using google sheets or excel and please include pictures of the plots and directions on how you plotted it. Equation 3 and 4 are attached as images. Equation (3) is density independent because the population growth that takes place between time t and time t +1 does not depend on the population density N. That is, it is density independent because there is no N term on the right hand side of Equation (3). In contrast, one possible discrete time mathematical model that includes density dependence (equation 4) is where K is the carrying capacity (expressed in units of population density). Note that when Nt= K, the whole term in the exponent equals zero. Since e0 = 1, this means that the ratio Nt+1/Nt does not change from one year to the next when Nt = K. 1a) Draw a plot of the ratio of population densities in Eq. (3) as a function of N if you set if r = 0.05. 1b) Draw a plot of the ratio of…Deer Population on an Island 120 100 96 80 78 60 6아 40 36 20 TO 1 2 3 4 5 6 7 8 9 10 11 12 Number of Months Dear population 1-During which months was the growth of the deer population exponential? | 2-Give one possible reason why the population decreased after 5 months 3-What is the approximate carrying capacity of the island? 4-Explain "carrying capacity" 5-What type of density independent factors may cause the population to decrease (name 2)? 6-What type of density dependent factors may cause the population to decrease (name 2)? 7-Overall, do deer populations seem to exhibit exponential or logistic growth? Explain why Number of Deer
- A population grows according to the logistic model N = 55 1 + 0.9e−1.4t , where t is measured in years and N is measured in thousands. (a) What is r for this population? per year(b) What is the environmental carrying capacity K? thousand(c) This population is subject to harvesting. What is the optimum yield level? thousandThe human population was 6.0 billion in 1999 and has been growing ~ exponentially with an intrinsic rate of increase of 0.007. How many people could there be 100 years later (2099), if that trend continues? [e = 2.7183 ]PRACTICE Calculate the population densities for the following countries. Round to two decimal places. Country: Albania Albanla- Population: 3 002 859 Area: 28 748 km2 Country: Colombia Population: 45 239 079 Colombla Area: 1 138 910 km2
- PLEASE HELP! Question: In Benicia High’s school garden the carrying capacity for blue belly lizards is 300. If the current population size is 280 and the rmax is calculated to be 0.42. How many lizards will be in the population after 1 year? (show work)A colony of aliens reaches planet Earth in 3000 BC and set up a base in Antarctica. If their initial population is 100 and their specific growth rate is 0.02263/year and their yieid coefficient is 0.85, then in what year (AD) will they start to outcompete humans for resources negiecting resource and logistic growth limiting effects? Assume the human population 3000 BC is 50 million, the human yield coefficient is 0.75 and the human specific growth rate is 0.02/year. Answer:tetail deer live in and around an area 80 km² area that includes the Jasper town site. Both species depend on similar food sources. The population of the elk tends to show the pattern of distribution illustrated below. and 9. The elk population of this area at the beginning of a study year was 500. If there were 35 births and 5 deaths throughout the year, what was density of the elk population at the end of the year. 0.060 6.6 5.9 0.38
- In a forest in India, there are 800 axis deer and 500 barking deer. The forest can support a maximum of 1,200 barking deer. The competition coefficient of barking deer on the axis deer is 0.25, and the competition coefficient of the reverse pair is 0.5. The intrinsic growth rate of barking deer is 2.0. Based on the Lotka-Volterra model, the population growth rate for barking deer is 416.67 Now, let's see if the two species can coexist in this forest. You are provided with some additional information: the carrying capacity of axis deer is 4,000. Determine if the two species can coexist.A continuously growing population of bears has a population size of 500 and its intrinsic rate of increase is 0.07 per year. Assuming that this rate of increase remains the same, about how long should it take for the population to reach 1,000? (Note: “e” is about 2.7 and the natural logarithm of 2 is about 0.70).ASAP