In the given figure- where do the diverging nbsp-rays seem to meet- -F-1 -F-2 are nbsp-the primary focus of the lens- 2F-1-F-2-F-1-2F-2-

The correct option is B F_2 The diverging rays will seem nbsp;to nbsp;meet at the nbsp;point nbsp;F_2. The parallel rays coming from infinity gets nb ...

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Standard X

Physics

Image Formation by Concave Lens

In the given ...

Question

In the given figure, where do the diverging rays seem to meet?
( $F_{1}$ , $F_{2}$ are the primary focus of the lens)

$2 F_{1}$

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$F_{2}$

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$F_{1}$

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$2 F_{2}$

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Solution

The correct option is B
$F_{2}$

The diverging rays will seem to meet at the point $F_{2}$ . The parallel rays coming from infinity gets diverged on passing through a concave lens. These diverged rays, if traced back, seem to originate from the point $F_{2}$ .

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Similar questions

Q. Fig 28.86 shows a simple version of zoom lens. The converging lens has focal length

f_{1}

and diverging lens has focal length

f_{2}

| f_{2} |

. The two lenses are separated by a variable distance d that is always less than

f_{1}

. Also, the magnitude of the focal length of the diverging lens satisfies the inequality

| f_{2} | > f_{1} - d_{0}

. To find the focal length of the combination lens consider a bundle of parallel rays of radius

r_{0}

entering the converging lens.
1. Find the radius of the ray bundle

r_{2}

at the entrance of diverging lens.

In the given figure, where do the diverging rays seem to meet?
( $F_{1}$ , $F_{2}$ are the primary focus of the lens)

Where will light rays meet? Here $F_{1}$ and $F_{2}$ represent primary focus and secondary focus of the lens respectively.

Where will the light rays meet? Here, $F_{1}$ and $F_{2}$ represent the primary and secondary focus of the lens respectively.

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In the given figure, where do the diverging rays seem to meet? (F1 ,F2 are the primary focus of the lens)

The correct option is B F2 The diverging rays will seem to meet at the point F2. The parallel rays coming from infinity gets diverged on passing through a concave lens. These diverged rays, if traced back, seem to originate from the point F2.

In the given figure, where do the diverging rays seem to meet?
( $F_{1}$ , $F_{2}$ are the primary focus of the lens)

The correct option is B
$F_{2}$

The diverging rays will seem to meet at the point $F_{2}$ . The parallel rays coming from infinity gets diverged on passing through a concave lens. These diverged rays, if traced back, seem to originate from the point $F_{2}$ .