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    Magnification produced by a spherical mirror is equal to:
    Question

    Magnification produced by a spherical mirror is equal to:

    A.

    (height of an image)(height of an object)\frac{(height \space of \space an \space image)}{(height \space of \space an \space object)}​​

    B.

    height of an object - height of an image

    C.

    height of an image - height of an object

    D.

    (height of an object)(height of an image)\frac{(height \space of \space an \space object)}{(height \space of \space an \space image)}​​

    Correct option is A

    The correct answer is: (A) (height of an image) / (height of an object)

       The magnification (M) produced by a spherical mirror (whether concave or convex) is given by the formula:

                                            M=height of image (hi)height of object (ho)M = \frac{\text{height of image (h\(_i\))}}{\text{height of object (h\(_o\))}}


    • This formula expresses the ratio of the image's height to the object's height, and it also represents how much larger or smaller the image is compared to the object.
    • The magnification can also be related to the object and image distances, but the height ratio is a direct and simple way to calculate magnification.

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