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A diverging lens has a focal length of magnitude 24.8 cm. (a) Locate the images

ID: 1731998 • Letter: A

Question

A diverging lens has a focal length of magnitude 24.8 cm.

(a) Locate the images for each of the following object distances.
49.6 cm

---Select---

in front of the lens

behind the lens


24.8 cm

---Select---

in front of the lens

behind the lens


12.4 cm

---Select---

in front of the lens

behind the lens


(b) Is the image for the object at distance 49.6 real or virtual?

real

virtual    


Is the image for the object at distance 24.8 real or virtual?

real

virtual    


Is the image for the object at distance 12.4 real or virtual?

real

virtual    


(c) Is the image for the object at distance 49.6 upright or inverted?

upright

inverted    


Is the image for the object at distance 24.8 upright or inverted?

uprightinverted    


Is the image for the object at distance 12.4 upright or inverted?

uprigh

tinverted    


(d) Find the magnification for the object at distance 49.6 cm.


Find the magnification for the object at distance 24.8 cm.


Find the magnification for the object at distance 12.4 cm.

distance      cm location     

---Select---

in front of the lens

behind the lens

Explanation / Answer

a)

f = focal length of the diverging lens = - 24.8 cm

do = object distance = 49.6 cm

di = image distance = ?

using the lens equation

1/do + 1/di = 1/f

1/49.6 + 1/di = 1/(- 24.8)

di = - 16.5 cm

in front of the lens

f = focal length of the diverging lens = - 24.8 cm

do = object distance = 24.8 cm

di = image distance = ?

using the lens equation

1/do + 1/di = 1/f

1/24.8 + 1/di = 1/(- 24.8)

di = - 12.4 cm

in front of the lens

f = focal length of the diverging lens = - 24.8 cm

do = object distance = 12.4 cm

di = image distance = ?

using the lens equation

1/do + 1/di = 1/f

1/12.4 + 1/di = 1/(- 24.8)

di = - 8.27 cm

in front of the lens

b)

Virtual

Virtual

Virtual

c)

Upright

Upright

Upright

d)

m = - di/do = - (- 16.5)/49.6 = 0.33

m = - di/do = - (- 12.4)/49.6 = 0.25

m = - di/do = - (- 8.27)/49.6 = 0.17

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