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REFLECTION THE BOUNCING OF LIGHT
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REFLECTION THE BOUNCING OF LIGHT FROM SURFACES THAT ARE FLAT, CURVED, OR ROUGH.
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NORMAL THE ANGLE A BEAM OF LIGHT MAKES WHEN IT STRIKES A SURFACE IS DESCRIBED WITH RESPECT TO THE NORMAL. THE NORMAL IS AN IMAGINARY LINE DRAWN PERPENDICULAR TO THE SURFACE.
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θ1 = θ2 WHERE IS THE NORMAL? DIAGRAM NORMAL
ANGLE OF INCIDENCE ° ° ANGLE OF REFLECTION θ1 = θ2
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THE LAW OF REFLECTION THE ANGLE OF INCIDENCE IS EXACTLY EQUAL TO THE ANGLE OF REFLECTION. ANGLE OF INCIDENCE = ANGLE OF REFLECTION
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CURVED SURFACES TWO TYPES OF SPHERICAL MIRRORS: CONVERGING (CONCAVE)
DIVERGING (CONVEX)
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OBJECT DISTANCE THE DISTANCE FROM THE MIRROR TO THE OBJECT.
THIS VALUE IS ALWAYS POSITIVE.
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IMAGE DISTANCE THE DISTANCE FROM THE MIRROR TO THE IMAGE.
TWO TYPES OF IMAGES REAL VIRTUAL
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REAL IMAGE A REAL IMAGE IS INVERTED AND ABLE TO BE PROJECTED ONTO A SCREEN
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VIRTUAL IMAGE AN IMAGE THAT IS RIGHT SIDE UP AND NOT ABLE TO BE PROJECTED ON A SCREEN.
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FOCAL POINT THE POINT WHERE PARALLEL RAYS MEET OR APPEAR TO MEET AFTER REFLECTING FROM A MIRROR.
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FOCAL LENGTH THE DISTANCE FORM THE FOCAL POINT TO THE MIRROR IS THE FOCAL LENGTH IT IS A POSITIVE VALUE FOR A CONVERGING MIRROR IT IS A NEGATIVE VALUE FOR A DIVERGING MIRROR
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1/f = 1/do + 1/di MIRROR EQUATION ______1____ = _____1___ + ____1__
______1____ = _____1___ + ____1__ FOCAL LENGTH OBJECT DISTANCE IMAGE DISTANCE 1/f = 1/do + 1/di
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RAY DIAGRAMS MANY SITUATIONS INVOLVING MIRRORS CAN ALSO BE SOLVED USING RAY DIAGRAMS. A RAY DIAGRAM SHOWS THE PATHS OF THE LIGHT RAYS AS IT HITS AN OBJECT.
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CONVERGING MIRROR (CONCAVE)
SCENERIO A IF AN OBJECT IS MORE THAN ONE FOCAL LENGTH AWAY FROM THE MIRROR: THE IMAGE IS REAL, INVERTED IN FRONT OF THE MIRROR CAN BE PROJECTED ON A PIECE OF PAPER.
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SCENERIO A DIAGRAM CONVERGING
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SCENERIO B IF THE OBJECT IS AT THE FOCAL POINT
NO IMAGE IS FORMED BECAUSE THE REFLECTED RAYS ARE PARALLEL
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SCENERIO B CONVERGING
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SCENERIO C IF AN OBJECT IS LOCATED LESS THAN ONE FOCAL LENGTH FROM A CONVERGING MIRROR: THE IMAGE IS VIRTUAL UPRIGHT ENLARGED BEHIND THE MIRROR OBJECT DISTANCE IS POSITIVE IMAGAE DISTANCE IS NEGATIVE
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SCENERIO C CONVERGING
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DIVERGING (CONVEX) MIRROR
THE IMAGE FORMED BY A DIVERGING MIRROR IS ALWAYS VIRTUAL UPRIGHT SMALLER BEHIND THE MIRROR OBJECT DISTANCE IS POSITVIE IMAGE DISTANCE IS NEGATIVE
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DIVERGING MIRROR CONVEX
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