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Mirrors Physics Mr. Berman
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Plane Mirror di=do
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Plane Mirror
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Type of Image Virtual Equal in Size Erect (Upright)
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Spherical (Curved) Mirrors
Concave Convex
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Concave Mirror(Converging)
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Concave Mirror
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Converging Mirror
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Summary for Concave Mirror
When object is: Beyond C At C Between C and F At F Between F and mirror Image is: Between C and F At C Beyond C No image Virtual image
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Mirror Equation 1 = 1 + 1 f do di
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Magnification M= hi = -di ho do
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Sign Convention do + object is in front of the mirror
di + real image, in front of the mirror di - virtual image, behind the mirror hi + erect image hi - inverted image f + converging (concave) mirrors f - diverging (convex) mirrors
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Convex Mirror (Diverging)
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Convex Mirror (Diverging)
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Summary for Convex Mirror
Always: Virtual, reduced, upright image
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Simulation
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Problem Find the image distance, height and type for a 5cm object placed 60cm from a concave mirror of focal length of 18cm. Answer: di=25.7cm, hi=-2.14cm, Real, Inverted, Reduced
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