How small can your eye see?
Two dots 0.1 mm apart are the closest your eye can separate.
Two dots on paper
Draw two tiny dots on a page. Bring them closer and closer together, and keep looking from about 25 cm.
What will happen?
What this lesson covers
The idea
The limit of resolution is the smallest separation at which two close points are still seen as distinct; for the human eye at its near point of about 25 cm it is about 0.1 mm.
Two dots on paper
Draw two tiny dots on a page. Bring them closer and closer together, and keep looking from about 25 cm.
What will happen?
- At some gap the two dots will look like one
- We will always see two, however close
- The dots will vanish
Find the gap
Slide the gap smaller and find where the dots merge.
The limit of resolution
The limit of resolution is the smallest gap at which two close points still look distinct. For the human eye at its near point (about 25 cm) it is about 0.1 mm.
Most cells are far smaller than 0.1 mm, so we need a microscope to see them.
- Gap | What we see
- more than 0.1 mm | two separate dots
- 0.1 mm | just separate (the limit)
- less than 0.1 mm | one dot
Notes
The limit of resolution of the human eye at about 25 cm is about 0.1 mm: closer points look like one.
Check yourself
What is the limit of resolution of the human eye, in millimetres?
Answer: 0.1 mm
About 0.1 mm, when viewed from the near point, about 25 cm.
Two dots are 0.05 mm apart. From 25 cm, the eye sees…
Two dots are 0.3 mm apart. From 25 cm, the eye sees…
A cell is 0.01 mm across. How many times smaller is it than the limit of resolution (0.1 mm)?
Answer: 10
0.1 mm is 10 times 0.01 mm, so the cell is 10 times smaller than the smallest gap the eye can separate.
- one dot — correct. 0.05 mm is smaller than 0.1 mm, so they blur together.
- two dots. You need a gap of at least 0.1 mm.
- nothing at all. The dots are seen, but not as separate.
- two separate dots — correct. 0.3 mm is more than 0.1 mm.
- one dot. The gap is bigger than the limit.
- a blur. It is wide enough to see two.