A population growting in a habitat with …….A……. Resource show initially a …….B……..phase, followed by an asymptote , when the population density reaches the ………C…….
Choose the correct optioin for A,B and C

Options

A. A-limited, B-lar,phase,C-carrying capacity
B. A-limited B-statonary phase,C-carrying capacity
C. A-unlimted ,B-lar phase,Carrying capacity
D. A-unlimted , B-log phase, C-carrying capacity

Answer

To solve the question, we need to fill in the blanks A, B, and C based on the concepts of population growth, particularly the logistic growth model. Here’s the step-by-step solution:

### Step 1: Identify the type of resources in the habitat
In the context of population growth, we need to consider the availability of resources. The question states that the population is growing in a habitat with limited resources. Therefore, we fill in:
- **A = Limited**

### Step 2: Determine the initial phase of population growth
In logistic growth, the initial phase is characterized by a slow increase in population as individuals adapt to their environment. This phase is known as the lag phase. Therefore, we fill in:
- **B = Lag**

### Step 3: Identify the population density threshold
As the population grows, it will eventually reach a point where the environment can no longer support further growth due to limited resources. This point is referred to as the carrying capacity of the habitat. Therefore, we fill in:
- **C = Carrying Capacity**

### Final Answer
So, the completed statement is:
A population growing in a habitat with **limited** resources shows initially a **lag** phase, followed by an asymptote, when the population density reaches the **carrying capacity**.