@mrmathsteacher.bsky.social
Secondary school maths teacher. Timetabler. Ultra runner. Fell runner.
We've gone with Timetabler. Really impressed with it so far.
January 10, 2026 at 8:51 AM
We've gone with Timetabler. Really impressed with it so far.
For some reason I thought that 8am would be a good time to book for New Year's eve. Now I'm not quite sure why I chose the earliest appointment!
December 24, 2025 at 10:54 AM
For some reason I thought that 8am would be a good time to book for New Year's eve. Now I'm not quite sure why I chose the earliest appointment!
The difference of two squares is very useful!
n²-1=(n-1)(n+1)
If n²-1 is prime, then n-1=1, or n+1=1.
The only valid solution is when n=2 you might be looking for a very long time in your search for another one!
n²-1=(n-1)(n+1)
If n²-1 is prime, then n-1=1, or n+1=1.
The only valid solution is when n=2 you might be looking for a very long time in your search for another one!
December 12, 2025 at 7:29 PM
The difference of two squares is very useful!
n²-1=(n-1)(n+1)
If n²-1 is prime, then n-1=1, or n+1=1.
The only valid solution is when n=2 you might be looking for a very long time in your search for another one!
n²-1=(n-1)(n+1)
If n²-1 is prime, then n-1=1, or n+1=1.
The only valid solution is when n=2 you might be looking for a very long time in your search for another one!