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1. What happens to the number of images formed as you vary the angle between the mirrors?
2. What relationship exists between the number of images formed and the angle between two mirrors?
3. Use the data in the given table to derive the formula for determining the number of images formed by two mirrors.
4. How should the mirrors be arranged such that an infinite number of images will be formed or seen?

Sagot :

CLAIREPOTESTAD123idn

Answer & Explanation:

1.The number of images produced is inversely proportional to the angle between the two mirrors. The smaller the angle, the larger the picture is shaped . ... If the angle between the two adjacent mirrors becomes smaller, the number of images increases, and vice versa.

2.The number of images produced is inversely proportional to the angle between the two mirrors. The smaller the angle, the larger the picture is shaped.

The number (N) of the image produced at a certain angle between two mirrors can be calculated using the formula: N = 360 / angle between the mirror.   If the angle between the two adjacent mirrors becomes, smaller, the number of images increases, and vice versa.  

The formula for the production of the number of images is:  

       (n = number of pictures)  

        n = (360 angle)-1

3.In determining the number of images formed used the formula N=(360÷ANGLES BETWEEN THE MIRROR)-1

EX. N=(360÷90)-1

=4-1

N=3 - number of images formed in a 90-degree angle

4.the mirrors should be placed in front of each other that is parallel to each other so as to form infinite images.

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