5 should be replaced with 10. Am I right?CWatters said:
The distance from mirrors for 4 reflections can be calculated using the formula d = (2n-1) x L, where d is the distance, n is the number of reflections, and L is the distance between the mirrors.
Knowing the distance from mirrors for 4 reflections can help determine the path of light and the number of reflections that occur before reaching a certain point. This information is useful in various optical applications and experiments.
The distance between mirrors for 4 reflections can be measured using a ruler or measuring tape. Place one end of the ruler at the point where the light enters the first mirror and measure the distance to the point where the light exits the fourth mirror.
No, the distance from mirrors for 4 reflections cannot be greater than the distance between the mirrors. This is because each reflection reduces the distance traveled by the light by a factor of 2.
The distance from mirrors increases with the number of reflections. This is because each reflection adds to the total distance traveled by the light. For example, the distance from mirrors for 4 reflections will be twice the distance from mirrors for 2 reflections.