13.4 Lenses and Image Formation

Cards (117)

  • Geometric optics assumes light travels in straight lines called rays.
    True
  • Convex lenses have a positive focal length, while concave lenses have a negative focal length.

    True
  • Wave optics considers the wave-like properties of light, such as interference and diffraction
  • Convex lenses form virtual images, while concave lenses form real images.
    False
  • Order the image characteristics based on object location in a convex lens:
    1️⃣ Beyond 2f: Real, inverted, diminished
    2️⃣ At 2f: Real, inverted, same size
    3️⃣ Between f and 2f: Real, inverted, enlarged
    4️⃣ At f: No image formed
    5️⃣ Between lens and f: Virtual, upright, enlarged
  • What are principal rays in ray diagrams used to determine?
    Image position, size, orientation
  • A central ray continues undeviated through the lens.

    True
  • What does a positive image distance indicate for a convex lens?
    Real image
  • One key assumption of geometric optics is that light travels in straight lines.
  • What are lenses used to bend or refract?
    Light
  • Match the concept with its description:
    Geometric Optics ↔️ Assumes light travels in straight lines
    Wave Optics ↔️ Considers the wave-like properties of light
  • Order the key properties of convex and concave lenses:
    1️⃣ Focal Length: Positive (convex) or Negative (concave)
    2️⃣ Optical Power: Positive (convex) or Negative (concave)
    3️⃣ Image Formation: Real, inverted (convex) or Virtual, upright (concave)
  • Wave optics uses ray diagrams to model light behavior.
    False
  • Match the principal ray with its behavior in a convex lens:
    Parallel Ray ↔️ Refracts through the focal point
    Focal Ray ↔️ Refracts parallel to the optical axis
  • Concave lenses always produce virtual, upright, and diminished images.

    True
  • A ray parallel to the principal axis refracts through the focal point.
  • Match the object position with the image formed by a convex lens:
    Beyond 2F ↔️ Real, inverted, diminished
    At 2F ↔️ Real, inverted, same size
    Between F and 2F ↔️ Real, inverted, magnified
    At F ↔️ No image formed
  • For a concave lens, the image distance is always negative.
    True
  • What type of image does a convex lens typically form?
    Real, inverted
  • Convex lenses are thicker at the center
  • Concave lenses form a virtual, upright image.
  • What happens to a focal ray after it passes through the focal point of a convex lens?
    Refracts parallel to the optical axis
  • What does the lens equation relate for a convex lens?
    Object distance, image distance, focal length
  • What does a positive image distance (v) indicate for a convex lens?
    Real image
  • The image distance (v) is positive for a real image and negative for a virtual image.
  • Steps to rearrange the thin lens equation to solve for image distance (v)
    1️⃣ Start with the thin lens equation: 1/f=1 / f =1/v+ 1 / v +1/u 1 / u
    2️⃣ Subtract 1/u1 / u from both sides: 1/v=1 / v =1/f1/u 1 / f - 1 / u
    3️⃣ Simplify the right side by finding a common denominator
    4️⃣ Take the reciprocal of both sides to solve for v
  • What is the thin lens equation used to calculate?
    Image distance
  • What is the formula for magnification (m) in geometric optics?
    m=m =v/u v / u
  • Order the following object positions relative to a convex lens based on their magnification effects:
    1️⃣ Beyond 2f (diminished)
    2️⃣ At 2f (same size)
    3️⃣ Between f and 2f (enlarged)
    4️⃣ Between lens and f (enlarged)
  • When an object is placed between f and 2f of a lens, the image is enlarged
  • What is the magnification if the image distance is 15 cm and the object distance is -30 cm?
    -0.5
  • What are the characteristics of real images?
    Inverted, enlarged or diminished
  • Real images can be projected onto a screen, but virtual images cannot.

    True
  • Give an example of a device that uses virtual images.
    Magnifying glass
  • Geometric optics uses ray diagrams to model light behavior without considering wave-like properties.
  • Wave optics models light using wave equations rather than ray diagrams.

    True
  • Concave lenses diverge light to form virtual, upright images.
  • Geometric optics deals with the behavior of light as it interacts with optical components like lenses and mirrors
  • Convex lenses are thicker at the center than the edges, causing light rays to converge
  • Match the lens type with its image formation:
    Convex Lens ↔️ Real, Inverted
    Concave Lens ↔️ Virtual, Upright