/*! This file is auto-generated */ .wp-block-button__link{color:#fff;background-color:#32373c;border-radius:9999px;box-shadow:none;text-decoration:none;padding:calc(.667em + 2px) calc(1.333em + 2px);font-size:1.125em}.wp-block-file__button{background:#32373c;color:#fff;text-decoration:none} Problem 84 A pond ecosystem in an open fiel... [FREE SOLUTION] | 91影视

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A pond ecosystem in an open field begins to be shaded by the growth of trees around its perimeter. Predict changes in this pond after the trees grow large enough to completely shade the pond. a. The population sizes of all organisms will decrease in response to lower energy flowing into the pond. b. The population densities of all organisms will increase in response to lower temperatures in the pond. c. The population distributions of large organisms will shift from clumped to random in response to lower energy flowing into the pond. d. The population distributions of small organisms will shift from uniform to clumped in response to lower temperatures in the pond.

Short Answer

Expert verified
The population sizes of all organisms will decrease in response to lower energy flowing into the pond.

Step by step solution

01

Understand the Scenario

A pond is being shaded by the growth of trees around its perimeter. Consider the impact of complete shading on various aspects of the pond ecosystem.
02

Consider Energy Flow

Think about how complete shading will affect the energy flow into the pond. Less sunlight means lower energy input, which affects photosynthesis in aquatic plants and subsequently impacts organisms that rely on these plants.
03

Predict Impact on Population Sizes

With lower energy input due to reduced sunlight, predict how population sizes of organisms in the pond will be affected. Typically, energy flow reductions lead to decreased population sizes as there is less energy available to support life.
04

Evaluate Other Options

Analyze the impact of lower temperatures and energy flow on population densities, distributions of large organisms, and distributions of small organisms. Use ecological principles to determine the plausibility of each effect.
05

Select the Most Accurate Prediction

Choose the statement that best aligns with the expected impacts based on ecological understanding. Lower energy input logically leads to a decrease in population sizes of all organisms.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Energy Flow in Ecosystems
Energy flow is a fundamental principle in ecology. In an ecosystem, energy usually comes from the sun. It is captured by producers, like plants and algae, through photosynthesis. This energy supports the entire ecosystem as it moves up the food chain. When a pond gets shaded, the sunlight entering the pond decreases. This reduces the energy available for aquatic plants and algae.

Less energy means less food for herbivores, which are the primary consumers. Then, there is less energy available for secondary consumers, like fish and amphibians. This chain reaction can lead to a downturn in the population sizes of these organisms.

The reduced energy flow impacts every level of the food chain. Producers have diminished growth, herbivores find less food, and predators have fewer preys to hunt. The whole dynamic balance of the ecosystem is disturbed due to the reduced input of energy.
Aquatic Photosynthesis
Photosynthesis is the process by which plants, algae, and some bacteria use sunlight to produce food from carbon dioxide and water. In aquatic ecosystems, this happens primarily through aquatic plants and algae. Photosynthesis not only supports growth but also produces oxygen.

With the pond being shaded, sunlight penetration decreases drastically. This reduction directly impacts the rate of photosynthesis.

As a result, aquatic plants and algae grow less, producing less oxygen and organic material that form the basis of the pond's food web.

Less photosynthesis in the pond leads to lower oxygen levels in the water. Organisms that rely on oxygen, like fish, can suffer, potentially leading to decreased population sizes or even die-offs. This decreased plant growth also means fewer food resources for herbivorous pond organisms.
Population Dynamics
Population dynamics involves the study of how and why populations change over time. In an ecosystem, populations are influenced by factors like food availability, predation, disease, and environmental conditions.

When shading reduces energy input in the pond, the availability of food decreases. This slows down the growth and reproduction rates of organisms.

A lower food supply means more competition among species and lower survival rates, leading to declines in population sizes.
Organisms may also move to other parts of the pond or leave the pond in search of better conditions. This movement alters the distribution of species within the ecosystem.

For example, large organisms like fish may spread out more randomly as they search for food. Smaller organisms may clump together in limited areas where food supply is slightly better. These changes can further affect the entire food web and ecosystem structure.
Ecological Impact of Shading
Shading can have several ecological impacts beyond just reducing photosynthesis and energy flow. One major impact is the change in temperature regulation in the pond. Lower sunlight means cooler temperatures, which can affect the metabolic rates of organisms.

Cooler water might benefit some species but harm others, leading to shifts in population dynamics. Shading can also impact species interactions by changing habitats. For example, reduced light might cause certain plants to die off, which can affect organisms that depend on them for shelter or food.

Another critical impact is on the behavior of organisms. Reduced light can change feeding patterns, breeding behaviors, and predator-prey interactions.

Overall, shading introduces multiple stressors to the ecosystem, leading to complex changes in community structure and function. It's essential to understand how intertwined these effects are to fully grasp the impact of shading on a pond ecosystem.

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Most popular questions from this chapter

Species that have many offspring at one time are usually _______. a. r-selected b. K-selected c. both r- and K-selected d. not selected

A flask of nutrient broth, buffered to maintain pH, is inoculated with a strain of E. coli. The flask is placed in a constant temperature environment where it is aerated by shaking. A. Predict the effect of a change in energy availability over time. B. Represent the change graphically in terms of the number of cells as a function of time. C. In your graph as time progresses there is a change in the growth rate of the population. Add annotation to your graph to describe the time interval during which the growth rate is increasing linearly in proportion to the number of cells. Add annotation to your graph to describe another time interval during which the growth rate is decreasing in proportion to the square of the number of cells. Add a third annotation to describe an interval of time where the rate of growth is zero. D. Select and justify two measurements of the E. coli population that could be made at two different points in time during growth that would be sufficient to answer questions about the population size at any time. E. Describe the population of E. coli if the environment was continuously supplement by additional nutrient broth.

Describe the symbiotic relationship of mutualism. a. Only one species benefits and the other derives no benefit or harm from the relationship. b. One species benefits and the other is harmed by the relationship. c. Both species benefit from the relationship. d. Neither species benefits nor is either species harmed

The following problem extends the Hardy-Weinberg model of population dynamics that was covered in Chapter 19. It applies mathematics that would be appropriate after a second course in Algebra. While the concept applied in this problem are within the scope of the Exam the mathematical representations are not and the item is provided to allow students who are able another look at the concepts. The Hardy-Weinberg model of population dynamics is an algebraic representation of the relationships among genotype frequencies, F, and the probability of the dominant allele A, p, and the recessive allele a, q. The Hardy-Weinberg model of population dynamics is based on several assumptions. One of these assumptions is 鈥渞andom mating.鈥 If all genes in a population are equally able to reproduce, this means that all genes are equally fit and equally fertile. Consequently, the population never evolves. Populations do evolve and the Hardy-Weinberg model can be modified slightly to allow evolution to occur. Suppose that there is an initial population at generation zero and the probability of the dominant allele at that time is p0. Later, at population k the probability is different. But if the frequencies of the three different combinations of alleles is known then the probabilities pk and qk can be calculated at generation k (1) \(p_{k}=F_{k}(A A)+1 / 2 F_{k}(A a) q_{k}=F_{k}(a a)+1 / 2 F_{k}(A a)\) And since p and q are probabilities for a case where only two alleles exist, p+q=1. Then also (p+q)2=1, leading the Hardy-Weinberg equation (2) \(F_{k}(A A)=p_{k}^{2} w_{A A} / W F_{k}(A a)=2 p_{k} q_{k} w_{A a} / W F_{k}=\) \(q^{2}_{k} w_{a a} / W W=p^{2} w_{A A}+2 p q w_{A a} / q^{2} w_{a a}\) Haldane divides by the factor \(\mathrm{W}=\mathrm{F}_{\mathrm{k}}(\mathrm{A} \mathrm{A})+\mathrm{F}_{\mathrm{k}}(\mathrm{Aa})+\mathrm{F}_{\mathrm{k}}(\mathrm{aa})\) so that the probabilities that are still calculated with equation (1) to continue to satisfy the condition for p and q to represent probabilities:\((p+q)^{2}=1\) A. Justify Haldane's model in terms of what the factors \(\mathrm{w}_{\mathrm{AA}}, \mathrm{w}_{\mathrm{Aa}}\) and \(\mathrm{w}_{\mathrm{aa}}\) mean. B. Suppose that \(w_{A A}=w_{A a}=1,\) but that \(w_{\text { aa }}=0.8\) . Predict what will happen to the population over time. Fitness is determined by the environment. Moree (The American Naturalist, 86, 1952) measured the relative fitness in Drosophila melanogaster of a recessive allele that imparts black eye color as population density increases. A varying number of flies with an equal number of males and females were placed in a pint jar and progeny counted. In each experiment the population was initially heterozygous. C. Apply Haldane鈥檚 approach to calculate the probabilityp in the first generation after mating 150 female and 150 male flies that are heterozygous using wAA = wAa = 1. Rendel (Evolution, 5, 1951) conducted an investigation of the dependence of fecundity (fertility) on light in ebonyeyed D. melanogaster. A summary of some of the data that he reported is shown in the table below: D. Pose two scientific questions concerning the behavioral response indicated by the data that can be tested experimentally. E. Is there a question you can add here to wrap up this set with this LO from the list? In this case 鈥渓ight鈥 is the single environmental factor, and they two phenotypes are ebony and wild type that result from different genotypes within the population of flies.

Describe how a researcher would best collect data in order to calculate mortality rates within a population. a. For various age groups, count the number of individuals that died and the number that survived within a defined time period. b. For various age groups, count the number of individuals that were born and the number that died within a defined time period. c. For each sex, count the number of individuals that were born and the number that survived within a defined time period. d. For each sex, count the number of individuals that died and the number that were born within a defined time period.

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