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Everyday Physics · Light & Colour

How does a magnifying glass make things bigger?

A curved piece of glass tells your eye a useful lie: that tiny things are sitting much closer, and much larger, than they are.

Plate 10 — The thin lens 1/dᵢ = 1/f − 1/dₒ
Slide the object through the focal point and watch the image flip.
Predict firstBefore you move the object closer than the focal length: will the image stay upright or flip?
F Fobject ⟷imageoutside F: rays really cross — you could catch this on paper
PLATE 10 · THE THIN LENS
Object distance 40 cm · outside F
Slide the object through the focal point and watch the image flip.
Focal length 22 cm
Image
real · inverted
Magnification
1.2×
Bring the object close to the lens (inside the F dot) and the rays leave still spreading apart — your eye traces them back to a bigger, upright ghost. That's a magnifying glass. Push it past F and the rays truly cross: a real, upside-down image, like a cinema projector.
Try with the plate
  • Move the object inside the focal length to enlarge it
  • Pull the object past the focal point until a real image crosses

A magnifying glass makes things bigger by bending light rays as they pass through its curved glass. Held closer to an object than its focal length, the lens lets the rays leave still spreading, and your eye traces them back to a much larger virtual image sitting further away.

The short answer

A curved lens bends the light rays so they spread apart by the time they reach your eye, tricking it into seeing the object much bigger.

The common mix-up

Most people think a magnifying glass works only because the curved glass is thicker in the middle. In fact what matters is that it bends rays inward; held inside its focal length, the rays leave still spreading and your eye traces them back to a bigger virtual image.

What's actually happening

A magnifying glass is refraction with a plan. Curve both faces of a glass disc outward and every ray that passes through gets bent toward the middle: rays through the fat centre barely at all, rays near the thin edge quite sharply. Parallel light entering this lens converges to a single spot: the focal point. The distance to that spot, the focal length, is the lens's one defining number.

The magnifying trick happens when you hold the object closer to the lens than that focal length. The lens bends the object's rays toward each other, but they are diverging too steeply to actually meet; they leave the lens still spreading, just less so. Your eye catches these gently-spreading rays and runs its usual straight-line reconstruction: it traces them back to a much bigger object, sitting further away. That enlarged phantom is a virtual image: nothing is actually there, which is why you cannot project it onto paper.

Hold the lens far from the page instead, beyond the focal length, and the rays really do cross. Now you get a real image, one that can land on a surface. Sunlight focused to a scorching dot is the most famous real image in childhood; a cinema projector and your own retina work on exactly the same principle.

Remember this

A magnifying glass tells your eye a useful lie: held closer than its focal length, it makes rays spread gently so you trace them back to a larger image that is not really there.

Try it at home A water-drop microscope
  1. 1Lay a sheet of clear plastic (or cling film pulled taut) over a printed page.
  2. 2Place a single small water drop on the plastic and look straight down through it: the letters beneath bulge larger.
  3. 3Add water to fatten the drop and the magnification grows: a fatter drop is a more sharply curved, shorter-focus lens.

Common questions

Why can you not project a magnified image onto paper?

When the object is inside the focal length, the lens forms a virtual image. Nothing is actually there for light to land on, so it cannot be cast onto a surface, unlike a real image.

How does the same lens burn a dot with sunlight?

Held far from the page, beyond its focal length, the lens makes the rays truly cross and form a real image. Focused sunlight concentrates into a scorching dot that can be projected.

What does the "+2.5" on reading glasses mean?

It is the strength in dioptres, which is one divided by the focal length in metres. A bigger number means a stronger bend and a shorter focus.

Built & checked by Nilesh Singh · how this is made · last updated June 2026