To find where the hand of a clock will stop if it starts at 6 and makes 3/4 of a revolution, clockwise, we need to understand the concept of revolutions and how they relate to the numbers on the clock face.

Understanding Revolutions:

- A revolution is when the hand of a clock completes a full circle around the clock face.
- In a clock, there are 12 numbers evenly spaced around the circle, representing the hours.
- Each revolution of the hour hand indicates the passage of 12 hours.

Calculating the Number of Revolutions:

- To determine how many revolutions the clock hand will make, we need to multiply the given fraction, 3/4, by the number of revolutions completed in one full circle, which is 1.
- Multiplying 3/4 by 1 gives us 3/4, which means the hand will make 3/4 of a revolution.

Finding the Final Position:

- Since the hand starts at 6, we need to determine the position after making 3/4 of a revolution.
- Starting at 6, the hand will move in a clockwise direction. With each revolution, the hand will pass three numbers on the clock face.
- After making 3/4 of a revolution, the hand will pass through 9, 12, and 3.
- Therefore, the hand will stop at the number 3.

Answer: The hand of the clock will stop at 3.

It's important to note that the hand of a clock does not stop between numbers. It will always point to a specific number on the clock face.

At 3