How big are cells in the plants that grow around us? Luckily, our Foldscope can help!
I first started by taking an image of a flower that was growing outside the classroom:
With the magnification provided by the Foldscope, we can see that there are little rectangular cells that make up this flower. So, how would we go about finding the size of these cells?
To get an idea of how big these cells are, we need something that we know the size of: printed paper! Printers don’t print in continuous amounts. Instead, they print with a resolution given in dots per inch (DPI). This means that if we can see how big a dot of ink is in our Foldscope, we can get an idea of how big these cells are! The average printer is 300 DPI, and I took this image of ink:
Let’s do a little math to see how big these dots are: with 300 dots per inch, and 2.54 centimeters per inch, then each dot is 1/300 * 2.54 = .0084 centimeters or 84 microns.
Let’s overlay the two images:
We see that about two average cells fit lengthwise and width-wise, which gives us 84 /2 = 42 microns in approximate size for the cell.
EDIT: Thanks to Prof. Prakash’s suggestion below, we can use the 100 micron dot on our slide covers:
We see that we can actually fit 5 average cells lengthwise and 12 for the width. That gives us 100 /5 or 20 microns length and 100 / 12 or 8 microns width.
Bonus: can you estimate the size of these?
Contributor: Rahul Prabala