An object is placed between two plane mirrors inclined at an angle theta with each other. What is the total number of images formed?
The answer is given in the photo , but I can't understand the meaning of it. Please see the answer and explain.
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• When two plane mirrors are kept at an theta, the number of images is calculated using the following formula
• N= (360/theta) -1
• In the above formula N is the number of images
• If theta = 50 degrees
• Therefore placing the value of the angle in the formula we get
• N=360/5 -1= 6.2
• In such a case the number of images is 6
• N= (360/theta) -1
• In the above formula N is the number of images
• If theta = 50 degrees
• Therefore placing the value of the angle in the formula we get
• N=360/5 -1= 6.2
• In such a case the number of images is 6
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Answer:
Answer:
If theta is a submultiple of 180°, then the number of images formed,
n=360°/theta - 1
If theta is not a submultiple of 180°, then the number of images formed is the integer next higher than
=360°/theta - 1
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