The Physics Behind the Lab:
The Golden Rule: When a light ray hits a plane mirror, it follows the Law of Reflection:
θ incidence = θ reflection
Incident Ray: The light ray traveling toward the mirror.
Reflected Ray: The light ray bouncing off the mirror.
The Normal: An imaginary dotted line drawn perpendicular (90∘) to the mirror surface.
Diagram showing a light ray hitting a mirror. The angle of incidence equals the angle of reflection.
When you look into a plane mirror, the image formed is always consistent. Use the acronym S.A.L.T. to remember the properties:
S (Size): Same Size. The image is the same size as the object (Magnification = 1).
A (Attitude): Upright. The image is not upside down, but laterally inverted (left and right are reversed).
L (Location): Same Distance. The image appears to be at the same distance behind the mirror as the object is in front of it.
T (Type): Virtual. The image is formed by extending rays backward. Light does not actually pass through the image location, so it cannot be projected onto a screen.
Diagram showing a man standing in front of a mirror. A line connects his real right hand to the left hand of his reflection, illustrating that plane mirrors reverse images from left to right.
Even though we cannot see light rays with our eyes, here is how the image is geometrically constructed:
1. Light Travels to the Mirror Imagine light rays traveling from the object (Green Arrow) and hitting the vertical mirror surface.
2. Light Bounces to the Eye These rays reflect off the mirror and travel to the observer's eye. The angle of incidence equals the angle of Reflection (θi = θr).
3. The Brain "Back-Traces" Our brain assumes light always travels in a straight line.
It traces the reflected rays backward through the mirror (shown as dotted lines in ray diagrams).
The point where these imaginary lines meet is where the Virtual Image appears.
Diagram showing a person standing in front of a vertical plane mirror. The reflection appears on the other side of the mirror at the same distance, showing the concept of a virtual image.