Question

by using mirror formula show that image formed by convex mirror is always virtual and independent of the location of the object...?​

Answer 1

Answer:

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Answer 2

Answer:

For a convex mirror: f is positive

∴f>0

Since the object is on the left u<0

1v=1f−1u

1v or v is positive if the image is at the back of the mirror.

Therefore the image is virtual whatever be the value of u

Explanation:

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