Exam 34: Images

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A 3-cm high object is in front of a thin lens. The object distance is 4 cm and the image distance is -8 cm. The image height is:

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D

An object is 2 m in front of a plane mirror. Its image is:

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E

A virtual image is one:

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B

A plano-convex glass (n = 1.5) lens has a curved side whose radius is 50 cm. If the image size is to be the same as the object size, the object should be placed at a distance from the lens of:

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A 5.0-ft woman wishes to see a full length image of herself in a plane mirror. The minimum length mirror required is:

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A ball is held 50 cm in front of a plane mirror. The distance between the ball and its image is:

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In a two lens microscope, the intermediate image is:

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Real images formed by a spherical mirror are always:

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In a cinema, a picture 2.5 cm wide on the film is projected to an image 3.0 m wide on a screen which is 18 m away. The focal length of the lens is about:

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Consider the following four statements concerning a compound microscope: Consider the following four statements concerning a compound microscope:   Which two of the four statements are correct? Which two of the four statements are correct?

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A converging lens of focal length 20 cm is placed in contact with a diverging lens of focal length 30 cm. The focal length of this combination is:

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A nearsighted person can see clearly only objects within 6 feet of her eye. To see distant objects, she should wear eyeglasses of what type and focal length?

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Two plane mirrors make an angle of 120 °\degree with each other. The maximum number of images of an object placed between them is:

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Which of the following is NOT correct for a simple magnifying glass?

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When you stand in front of a plane mirror, your image is:

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Which of the following five glass lenses is a diverging lens? Which of the following five glass lenses is a diverging lens?

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Which of the following is true of all virtual images?

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What type of eyeglasses should a nearsighted person wear?

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A camera with a lens of focal length 6.0 cm takes a picture of a 1.4-m man standing 11 m away. The height of the image is about:

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Let p denote the object-lens distance and i the image-lens distance. The image produced by a lens of focal length f has a height that can be obtained from the object height by multiplying it by:

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