Degrees to each other. The light bulb emits light in all directions. How many images of the light bulb can be seen in the mirrors?

To determine the number of images, we need to consider the number of reflections the light undergoes between the mirrors.

Since the light bulb emits light in all directions, we can imagine rays of light coming out of the light bulb in different directions. Let's consider one ray of light that is emitted towards one of the mirrors.

When this ray of light reaches the first mirror, it will be reflected. The reflected ray will then hit the second mirror, where it will be reflected again. Finally, this ray will reach our eyes, allowing us to see an image of the light bulb.

However, this is not the only image we can see. The ray of light can also hit the first mirror at a different angle, resulting in a different path of reflections. This will create a second image of the light bulb.

To determine the number of images, we need to consider all possible paths of reflections. In this case, the light can hit the first mirror at any angle between 0 and 60 degrees. Let's consider three cases:

Case 1: The light hits the first mirror at a 45-degree angle. In this case, the reflected ray will hit the second mirror at a 45-degree angle as well. This will result in a path of reflections that leads to an image of the light bulb.

Case 2: The light hits the first mirror at a 30-degree angle. The reflected ray will then hit the second mirror at a 30-degree angle as well. Again, this will result in a different path of reflections and another image of the light bulb.

Case 3: The light hits the first mirror at a 15-degree angle. The reflected ray will hit the second mirror at a 15-degree angle as well, creating yet another image of the light bulb.

In total, we have three different cases, each resulting in a distinct image of the light bulb. Therefore, we can see three images of the light bulb in the mirrors.