The converse of the statement ''If sum is not shining, then sky is filled with clouds '' is

Options

A. if Sky is filled with clouds, then the Sun is not sharing
B. If Sun is shining, then sky is fielld with clounds
C. If sky is clear, then Sun is shining
D. None of these

Explanation

To find the converse of the statement "If the sun is not shining, then the sky is filled with clouds," we can follow these steps:

### Step 1: Identify the components of the statement
The original statement can be broken down into two parts:
- **Hypothesis (P)**: The sun is not shining.
- **Conclusion (Q)**: The sky is filled with clouds.

### Step 2: Write the original statement in conditional form
The original statement can be expressed in conditional form as:
- If P, then Q (If the sun is not shining, then the sky is filled with clouds).

### Step 3: Formulate the converse
To find the converse, we need to switch the hypothesis and conclusion:
- The converse will be: If Q, then P (If the sky is filled with clouds, then the sun is not shining).

### Step 4: Write the converse statement
Thus, the converse of the original statement is:
- "If the sky is filled with clouds, then the sun is not shining."

### Final Answer
The converse of the statement "If the sun is not shining, then the sky is filled with clouds" is:
- "If the sky is filled with clouds, then the sun is not shining."

---