Chapter 9 Light
Important points
11/30/20242 min read


Introduction to Light:
Light enables us to see objects by reflecting off them and entering our eyes.
Light generally travels in straight lines, but it can bend around small objects (diffraction) or behave like a wave or particle under certain conditions.
The chapter focuses on reflection and refraction of light.
Reflection of Light:
Laws of Reflection:
The angle of incidence equals the angle of reflection.
The incident ray, reflected ray, and normal all lie in the same plane.
Plane Mirrors: Produce virtual, erect, and laterally inverted images of the same size as the object.
Spherical Mirrors:
Concave Mirror: Reflecting surface curves inward.
Convex Mirror: Reflecting surface curves outward.
Key terms: Pole (P), Centre of Curvature (C), Radius of Curvature (R), Principal Axis, Focal Length (f).
Relationship: R=2fR=2f.
Image Formation by Spherical Mirrors:
Concave Mirrors:
Can produce real or virtual images depending on the object's position.
Real images are inverted; virtual images are erect.
Image size varies (diminished, same size, or enlarged).
Convex Mirrors:
Always produce virtual, erect, and diminished images.
Used in rear-view mirrors for vehicles due to their wider field of view.
Refraction of Light:
Light changes direction when passing from one medium to another due to a change in speed.
Laws of Refraction (Snell’s Law):
The incident ray, refracted ray, and normal lie in the same plane.
sinisinr=constantsinrsini=constant (refractive index).
Refractive Index:
n=Speed of light in vacuumSpeed of light in mediumn=Speed of light in mediumSpeed of light in vacuum.
Higher refractive index means the medium is optically denser.
Refraction through a Rectangular Glass Slab:
Light bends towards the normal when entering a denser medium and away from the normal when exiting.
The emergent ray is parallel to the incident ray but slightly displaced.
Spherical Lenses:
Convex Lens: Converges light rays; thicker in the middle.
Concave Lens: Diverges light rays; thicker at the edges.
Key terms: Optical Centre (O), Principal Focus (F), Focal Length (f).
Image Formation by Lenses:
Convex lenses can produce real or virtual images depending on the object's position.
Concave lenses always produce virtual, erect, and diminished images.
Lens Formula and Magnification:
Lens Formula: 1v−1u=1fv1−u1=f1.
Magnification: m=h′h=vum=hh′=uv.
Positive magnification indicates a virtual and erect image; negative indicates a real and inverted image.
Power of a Lens:
Power (P): P=1fP=f1 (in dioptres, D).
Convex lenses have positive power; concave lenses have negative power.
The power of a combination of lenses is the algebraic sum of their individual powers.
Applications of Mirrors and Lenses:
Concave Mirrors: Used in torches, searchlights, shaving mirrors, and solar furnaces.
Convex Mirrors: Used as rear-view mirrors in vehicles.
Convex Lenses: Used in magnifying glasses, cameras, and corrective lenses.
Concave Lenses: Used in correcting myopia (nearsightedness).
Sign Conventions:
For mirrors and lenses, distances are measured from the pole or optical centre.
Distances measured in the direction of incident light are positive; opposite directions are negative.
Key Phenomena:
Twinkling of Stars: Due to atmospheric refraction.
Rainbow Formation: Due to dispersion and refraction of light in water droplets.
Bending of Light: Occurs when light passes through different media with varying refractive indices.