An object 4 cm high is placed 40 cm in from of a concave mirror of focal length 20 cm. find
the distance from the mirror, at which a screen be placed to obtain a sharp image.
(v= - 40cm)
Answers
Explanation:
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ho(height of object) = 4 cm
u = -40 cm
f (focal length) = -20cm
hi (height of image) =?
v=?
By mirror formula,
1/f = 1/v-1/u
1/-20 = 1/v - 1/-40
1/v =1/-20 + 1/-40
1/v = -2+1/40
1/v = -1/40
v = -40 cm
Nature of image = real and inverted.
Now m=hi/ho=-v/u
hi/4 = - (-40)/-40
hi/4=40/-40
hi/4 = -1
hi = - 1(4)
hi = -4 cm
I hope it will help u buddy.
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4.8
ho(height of object) = 4 cm
u = -40 cm
f (focal length) = -20cm
hi (height of image) =?
v=?
By mirror formula,
1/f = 1/v-1/u
1/-20 = 1/v - 1/-40
1/v =1/-20 + 1/-40
1/v = -2+1/40
1/v = -1/40
v = -40 cm
Nature of image = real and inverted.
Now m=hi/ho=-v/u
hi/4 = - (-40)/-40
hi/4=40/-40
hi/4 = -1
hi = - 1(4)
hi = -4 cm
I hope it will help u buddy.
Pls mark it as brainliest ans brother.
ho(height of object) = 4 cm
u = -40 cm
f (focal length) = -20cm
hi (height of image) =?
v=?
By mirror formula,
1/f = 1/v-1/u
1/-20 = 1/v - 1/-40
1/v =1/-20 + 1/-40
1/v = -2+1/40
1/v = -1/40
v = -40 cm
Nature of image = real and inverted.
Now m=hi/ho=-v/u
hi/4 = - (-40)/-40
hi/4=40/-40
hi/4 = -1
hi = - 1(4)
hi = -4 cm
I hope it will help u buddy.
Pls mark it as brainliest ans brother.