A watch shows time as `3:25` when seen through a mirror, time appeared will be

Options

A. `8:35`
B. `9:35`
C. `7:35`
D. `8:25`

Answer

To solve the problem of determining what time a watch shows when viewed in a mirror, we can follow these steps:

### Step-by-Step Solution:

1. **Understand the Concept of Lateral Inversion**:
- When an object is viewed in a mirror, it undergoes lateral inversion. This means that the left and right sides are swapped.

2. **Identify the Time Displayed on the Watch**:
- The watch shows the time as `3:25`.

3. **Analyze the Positions of the Hour and Minute Hands**:
- The hour hand points to `3` and the minute hand points to `25` (which is between `5` and `6` on the clock).

4. **Determine the Lateral Inversion of the Time**:
- In a mirror, the hour hand pointing at `3` will appear to point at `9` (because `3` is inverted to `9`).
- The minute hand pointing at `25` (which is `5` on the clock face) will appear to point at `35` (because `25` minutes past the hour is `35` minutes to the next hour).

5. **Combine the Inverted Hour and Minute**:
- After lateral inversion, the hour hand now points to `8` (because `9` is the next hour after `8`), and the minute hand points to `35`.
- Thus, the time as seen in the mirror will be `8:35`.

6. **Final Answer**:
- Therefore, when the time `3:25` is viewed in a mirror, it appears as `8:35`.

### Final Answer:
The time appeared in the mirror will be **8:35**.