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Objects are real physical things that give off or reflect light rays. Images are “pictures” of objects that are formed in space where light rays meet. 17.2 Mirrors, Lenses, and Images. The most common image we see every day is our own reflection in a mirror.
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Objects are real physical things that give off or reflect light rays. Images are “pictures” of objects that are formed in space where light rays meet. 17.2 Mirrors, Lenses, and Images
The most common image we see every day is our own reflection in a mirror. The image in a mirror is called a virtual image because the light rays do not actually come together. 17.2 Mirrors, Lenses, and Images • The virtual image in a flat mirror is created by the eye and brain.
Light rays that enter a converging lens parallel to its axis bend to meet at a point called the focal point. The distance from the center of the lens to the focal point is called the focal length. The optical axis usually goes through the center of the lens. 17.2 Mirrors, Lenses, and Images
A lens can form a virtual image just as a mirror does. Rays from the same point on an object are bent by the lens so that they appear to come from a much larger object. 17.2 The image formed by a lens
A converging lens can also form a real image. In a real image, light rays from the object actuallycome back together. 17.2 The image formed by a lens
A ray diagram is the best way to understand what type of image is formed by a lens, and whether the image is magnified or inverted. These three rays follow the rules for how light rays are bent by the lens: A light ray passing through the center of the lens is not deflected at all (A). A light ray parallel to the axis passes through the far focal point (B). A light ray passing through the near focal point emerges parallel to the axis (C). 17.2 Drawing ray diagrams
17.3 Thin lens formula • The thin lens formula is a mathematical way to do ray diagrams with algebra instead of drawing lines on graph paper. 1 + 1 = 1 do di df Object distance (cm) focal length (cm) Image distance (cm)
Calculate the location of the image if the object is 6 cm in front of a converging lens with a focal length of 4 cm. 17.3 Use the thin lens formula