A stamp collector uses a lens with 7.2-cm focal length as a simple magnifier. The virtual image is produced at the normal near point (25 cm).
(a) How far from the lens should the stamp be placed?
____cm
(b) What is the expected angular magnification?
a. Imagedistance v = -25 cm ( -ve as image is to be formed to
the left of lens, sign convention)
Objectdistance = u
focallength f = 7.2cm
1/f = 1/v - 1/u
1/7.2 = 1/(-25) - 1/u
1/u = -1/25 - 1/7.2
u = (25) * ( 7.2) / ( -25 - 7.2)
= -5.59 cm (-ve sign means that the object must be to the left of
lens)
b. Angularmagnification m =v/u or m = f/ (f - u) =
= 7.2/ {7.2 - 5.9}
= 4.472
A stamp collector uses a lens with 7.2-cm focal length as a simple magnifier. The virtual...
A stamp collector uses a converging lens with focal length 24 cm cm to view a stamp 16 cm cm in front of the lens. Part A: Find the image distance. Follow the sign conventions. Part B: What is the magnification? Follow the sign conventions.
The focal length of a lens is 4.5 cm. Calculate the maximum angular magnification of a simple magnifier when the image is formed at the normal near point of the eye.
The focal length of a lens is 4.6 cm. Calculate the maximum angular magnification of a simple magnifier when the image is formed at the normal near point of the eye.
The focal length of a simple magnifier is 8.50cm. Assume the magnifier to be a thin lens placed very close to the eye. How far in front of the magnifier should an object be placed if the image is formed at the observer's near point, 25.0cm in front of her eye? If the object is h=1.30 mm high, what is the height of its image formed by the magnifier?
A stamp collector observed his favorite stamp with a magnifying glass with a focal length of 24.0 cm. The image of the stamp was located at his near point distance of 30.0 cm. What was the approximate angular magnification of the magnifying glass when the collector observed his stamp?
A lens of focal length 40 mm is used as a magnifier. The object being viewed is 5.3 mm long, and is positioned at the focal point of the lens. The user of the magnifier has a near point at 25 cm. The angular magnification of the magnifier is closest to 5.
A magnifier has a magnification of 5 × . How far from the lens should an object be placed so that its (virtual) image is at the near-point distance of 25 cm? Express your answer using two significant figures.
You have a simple thin convex lens with at 15 cm focal length. To create a real inverted image of a candle with magnification of 2, how far should you place the candle from the lens? To create an upright virtual image with a magnification of 2, how far should you place the candle from the lens? Explain
A converging lens has a focal length of 21 cm. How far from the lens should an object be placed to get a real image with a magnification of 3.4 and a virtual image with a magnification of 3.4? (a) a real image with a magnification of 3.4 cm (b) a virtual Image with a magnification of 3.4 cm
A simple magnifier for viewing postage stamps and other pieces of paper consists of a thin lens mounted on a stand. When this device is placed on a stamp, the stand holds the lens at the proper distance from the stamp for viewing. (See (Figure Figure < 1 of 1 2 h = ? Stamp ~ Part A of the lens has a focal length of 10.0 cm, and the image is to be at infinity, what is the angular...