Question

Match each term to a statement listed below.

Group of answer choices

1.the maximum sustainable population size in a given environment?

[ Choose a)]population b)size carrying c)capacity logistic d)growth exponential e)growth population f)density

2.total number of individuals in a population within a given area

[ Choose ] a)population b)size carrying c)capacity logistic d)growth exponential e)growth population f)density

3.unlimited growth of a population with no constraint on resources

[ Choose]

a)population B)size carrying c)capacity logistic d)growth exponential e)growth population f) density

4.number of individuals within a population per unit of area?

a) population b) size carrying c) capacity logistic d) growth exponential e) growth population f) density

please matching the correct answers to all for questions. thanks

Answer 1

Answer:

1.	the maximum sustainable population size in a given environment.	Carrying Capacity
2.	total number of individuals in a population within a given area.	Population Size
3.	unlimited growth of a population with no constraint on resources.	Exponential Growth
4.	number of individuals within a population per unit of area.	Population Density

Note: Your options have been misaligned. These are th correct terms.

Explanation:

1.) Population size: It is the number of the individuals living in a particular geographic area.

2.) Population Density: It is the amount of space taken by a the total number of individuals living in per unit area or volume.

- If N is the population size and S is the area/Volume. - Then population Density=N/S.

3.) Carrying capacity: It is the maximum population that can be sustained based on food and various other resources.

4.) Logistic growth: It is a type of growth in which there is rapid initial growth, but becomes constant as soon as it reaches the carrying capacity.

- This growth is shown by the S-curve on a graph.

5.) Exponential growth: It is an increment in the growth of a population with no resource barrier. This growth is shown by J-curve on a graph.