images in lenses Flashcards

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1
Q

how do we locate images in lenses?

A

in the same way we locate images in curved mirrors

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2
Q

since light can go through a lens in both directions, there is __________________

A

a focal point on both sides of the lens

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3
Q

how many light rays are needed to locate an image in a lens?

A

2

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4
Q

converging lens:

a light ray parallel to the principle axis will go _______________________

A

through the opposite focal point (F) on the other side of the lens

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5
Q

converging lens:

a light ray that is directed towards the optical centre (O) of the lens will ______________________

A

maintain its original direction after leaving the lens

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6
Q

converging lens:

a light ray that goes through the focal point (F) (or appears to come from the focal point) will _____________

A

become parallel to the principle axis on the other side of the lens

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7
Q

location (L.O.S.T.) of image in converging lens

A

behind lens, beyond F

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8
Q

orientation (L.O.S.T.) of image in converging lens

A

inverted

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9
Q

size (L.O.S.T.) of image in converging lens

A

smaller than object

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10
Q

type of image (L.O.S.T.) of image in converging lens

A

real: the rays of light converge behind the lens

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11
Q

diverging lens:

a light ray parallel to the principle axis will _________________

A

refract and appear to come from the focal point on the other side of the lens

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12
Q

diverging lens:

a light ray that is aimed at the opposite focal point (on the other side) will __________________

A

be parallel to the principle axis after refraction

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13
Q

diverging lens:

a light ray that is directed towards the middle of the lens will __________________

A

maintain its original direction after passing through the lens

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14
Q

location (L.O.S.T.) of image in diverging lens

A

in front of lens, between F and optical centre

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15
Q

orientation (L.O.S.T.) of image in diverging lens

A

upright

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16
Q

size (L.O.S.T.) of image in diverging lens

A

smaller than object

17
Q

type of image (L.O.S.T.) of image in diverging lens

A

virtual: rays of light will never meet