A surface capable of reflecting sufficient undiffused light to form an image of an object placed in front of it. Also called looking glass. Definition Mirror Concave Mirror Convex Mirror Plane Mirror
Concave Mirror Parts of Concave Mirror Concave Mirror in Daily Life Properties of Concave Mirror’s Image Specific Lights of Concave Mirror Formula
Parts of Concave Mirror Concave Mirror O Cutting point of the main axis to the concave mirror Center point of the mirror curvature Focal point of the mirror Main/Principal Axis Radius of the mirror curvature Focal length of the mirror P F f R 1 2 3 4 - Object is located between point O and F , in room 1 Object is located between point F and P , in room 2 Object is located before point P , in room 3 Object is located after point O , in room 4
A concave mirror has a property of collecting the light (convergent ). Convex mirror also has three specific properties as follow : 1. If the incident ray paralleled to the principal axis, it will reflected as if it from the focal point (F). 2. If the incident ray passed through the focal point (F), it will reflected parallel to the principal axis. 3. If the incident ray passed through the curvature center point (P), it will reflected as if it from the curvature center point (P). F P Specific Lights of Concave Mirror
Concave Mirror and It’s Image Object h h = The height of the object to the principal axis S h’ S’ S = The distance between the Object to the mirror h’ = The height of the image to the principal axis S’ = The distance between the image to the mirror The properties of the image formed if the object is located in room 3 are: Real Upside down Smaller than object Located in room 2 Image
Concave Mirror and It’s Image Object The properties of the image formed if the object is located at the center point P are : Real As big as the object Upside down Located at the center point P Image
Concave Mirror and It’s Image Object The properties of the image formed if the object is located in room 2 are : Real Upside down Bigger than the object Located in room 3 Image
Concave Mirror and It’s Image Object If the object is located at the center of point F, there will no image formed
Concave Mirror and It’s Image Object The properties of the image formed if the object is located in room 2 are: real upside down bigger than the object located in room3 Image The number of room where object is + The number of room where image is = 5
Example of Concave Mirror in daily life P ersonal embellishment As light reflector in spotlight As center micro wave signal from satelit e to parabola As a collector light in teleskop and microscope
Convex Mirror Parts of Convex Mirror Convex Mirror in Daily Life Properties of Convex Mirror’s Image Specific Lights of Convex Mirror Formula
Convex Mirror's Parts Convex Mirror O Cutting point of the main axis to the convex mirror P Center point of the mirror curvature F Focal point of the mirror Main/Principal Axis R Radius of the mirror curvature f Focal length of the mirror
A convex mirror has a property of diverging light (divergent). Convex mirror also has three specific properties as follow : 1. If the incident ray paralleled to the principal axis, it will reflected as if it from the focal point (F). P 2. If the incident ray passed through the focal point (F), it will reflected parallel to the principal axis. 3. If the incident ray passed through the curvature center point (P), it will reflected as if it from the curvature center point (P). F Convex Mirror's Properties
Convex Mirror and It's Image P F S S’ Object Image = The distance of the object to the mirror = The distance of the image to the mirror S S’ h h = The height of the object to the principal axis h’ = The height of the image to the principal axis h’ The properties of the image formed are: virtual upright smaller than object.
in spoon in a rearview mirror in a mirror in three junction Example of Convex Mirror
Formula 1 1 1 f u v = + 1 2 f R = M h’ h = = an absolute sign that states the value of M always positive M = Magnification of the image In the calculation run appointments as follows: 1. For a concave mirror: f and R is positive (+). If S’ is negative ( - ), then the image formed is virtual 2. For a convex mirror: f and R is negative ( - )