yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Sal Khan's thoughts on mastery learning


2m read
·Nov 11, 2024

This idea of mastery learning was always kind of this gold standard. This was actually as a part of a fellowship I had while I was at MIT called the Eleranta fellowship to make a learning software for students with ADHD. It immediately struck a chord with me because going into that, the whole premise of the software that I was working on was this idea that it's not that students aren't capable of learning some advanced mathematics or that the topics are actually difficult. It's more that they just have gaps in their knowledge.

I did a lot of tutoring in high school and I saw that over and over again; the reason why students were having—my friends were having—trouble with algebra, geometry, it was just because they had a gap in their negative numbers or dividing decimals or logarithms or whatever else. Good students start failing algebra all of a sudden and start failing calculus all of a sudden despite being smart, despite having good teachers. It's usually because they had these Swiss cheese gaps that kept building throughout their foundations.

Now, a lot of skeptics might say, "Well hey, this is all great philosophically; this whole idea of mastery-based learning and its connection to mindset—students taking agency over their learning—makes a lot of sense, but, but, but it seems impractical." The real philosophical core of Khan Academy is mastery learning, and everything we've built—whether it's the video library, the articles we have, the 70,000 items, the game mechanics that we have on our site—it's all in service to mastery learners.

More Articles

View All
Division resulting in decimals example 2
Let’s say that we wanted to compute 78 divided by 12. What would this be? Pause this video and try to figure that out. Well, one way to think about it is, this is the same thing as 78 divided by 12, heh. I know when I said it in English, it sounds the sa…
Conditional probability and independence | Probability | AP Statistics | Khan Academy
James is interested in weather conditions and whether the downtown train he sometimes takes runs on time. For a year, James records weather each day: is it sunny, cloudy, rainy, or snowy, as well as whether this train arrives on time or is delayed. His re…
STOP SPENDING MONEY | The NEW Economic Threat
What’s up guys, it’s Graham here. So it’s official: inflation is the highest it’s been in 40 years. Investors are beginning to brace for the worst, and new data shows that prices could very well continue to climb even higher. For instance, in just the las…
Common denominators: 1/2 and 1/3 | Math | 4th grade | Khan Academy
You have two fractions: 1⁄4 and 5⁄6, and you want to rewrite them so they have the same denominator and have whole number numerators. What numbers could you use for the denominator? So here’s our fractions: 1⁄4 and 5⁄6, and we want to rewrite these fract…
Negative frequency
I want to talk a little bit about one of the quirkier ideas in signal processing, and that’s the idea of negative frequency. This is a phrase that may not initially make any sense at all. What does it mean to be a negative frequency? Could there be a sine…
How to Design Hardware Products with Hosain Rahman (How to Start a Startup 2014: Lecture 17)
Very exciting! Thank you, Sam, for having me. Sam and I have known each other for a long time because we were fellow Sequoia companies and met in the early days of when he was on his company journey. So, it’s cool. What he asked me to talk about today wa…