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A fraction comparison strategy: Comparing to 1/2

40,637 views • 17 days ago •via X (Twitter)

10 Comments

Dustin Purdy's profile picture
Dustin Purdy17 days ago

The number line is often such an underrated visual tool but so helpful for building number sense!

David's profile picture
David16 days ago

That’s the first thing I thought to do without prior knowledge lol but my dumb ahh messed up the math in my head 😂

Fibonacci's profile picture
Fibonacci17 days ago

In Italy, a method like this is catalogued as the third category in the list after "Grazia" and "Graziella".

Frizzle's profile picture
Frizzle16 days ago

Where it gets interesting is 5/8 vs 4/7, both just over a half. Do your kids get to "how much over" on their own or do they bail out to common denominators?

T2K Loretta🌕's profile picture
T2K Loretta🌕16 days ago

The half pun was actually kind of funny

eye95 ن 🇮🇱's profile picture
eye95 ن 🇮🇱17 days ago

What about 18/37 and 25/51? Both are less than ½? What to do…what to do… 18/37 is half of a 37th less ½. 25/51 is half a 51st less than ½. Since a 37th is greater than a 51st, 18/37 is more lower than ½ than 25/51 is. 25/51 is the larger number. Comparing to ½ can still work with a little extra reasoning.

igor stravinski's profile picture
igor stravinski16 days ago

Manny Pacquiao 's twin brother that is a school mathematician ? That is him , right ? Did i get it ?

Edny's profile picture
Edny16 days ago

A fun follow-up: “Make two fractions that look horrible to compare, but sit on opposite sides of 1/2.” Then swap with a partner. Choosing the awkward denominators becomes part of the puzzle, and you get to be the person who knows the neat way through.

Âxel ⟢'s profile picture
Âxel ⟢17 days ago

Awesome

shangchuanglao's profile picture
shangchuanglao16 days ago

18/37 < 26/51 because 918 < 962

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