Use the mirror equation to show that a convex lens always produces a virtual and diminished image .
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Hi..
For a convex mirror, focal length(f) is always positive and object distance (u) is always negative according to the convention.
We have to show that the image formed is virtual. A virtual image means image is formed behind the mirror or image distance(v) is always positive.
Mirror formula is given as
Thus we can write
here, is positive(since f is positive) and is also positive(as u is negative). Since is sum of two positive quantities, 1/v always positive. So v, the image distance is always positive or the image is always virtual.
Hope this helps u!!
For a convex mirror, focal length(f) is always positive and object distance (u) is always negative according to the convention.
We have to show that the image formed is virtual. A virtual image means image is formed behind the mirror or image distance(v) is always positive.
Mirror formula is given as
Thus we can write
here, is positive(since f is positive) and is also positive(as u is negative). Since is sum of two positive quantities, 1/v always positive. So v, the image distance is always positive or the image is always virtual.
Hope this helps u!!
Rosedowson:
Pls mark d brainliest!
Answered by
1
For a convex mirror,
focal length(f) is always positive
object distance (u) is always negative
according to the convention.We have to show that the image formed is virtual.
A virtual image means image is formed behind the mirror or image distance(v) is always positive.
Mirror formula is given as
Thus we can write
here, is positive(since f is positive
and is also positive(as u is negative). Since is sum of two positive Quantities, always positive.
So v, the image distance is always positive or the image is always virtual.
MARK AS BRAINLIST
focal length(f) is always positive
object distance (u) is always negative
according to the convention.We have to show that the image formed is virtual.
A virtual image means image is formed behind the mirror or image distance(v) is always positive.
Mirror formula is given as
Thus we can write
here, is positive(since f is positive
and is also positive(as u is negative). Since is sum of two positive Quantities, always positive.
So v, the image distance is always positive or the image is always virtual.
MARK AS BRAINLIST
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