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

Length of a trip in 24 hour time | Math | Khan Academy


2m read
·Nov 10, 2024

Hello! So we're told Colette rides her bike home from school every afternoon. She leaves school at 14:55 and arrives home at 15:25. How long does she ride her bike? So pause this video like always and see if you can answer that question: how long is her bike ride home?

All right, now to help us answer that question, I'm going to set up a timeline. So that's my timeline there, and let's say that everything is going on between 14 hours and it looks like between, actually, past 15 hours. So I'll go to 16 hours. So that is hours, and this is 15 hours, and then 16 hours would be maybe right over there 16 hours.

And this would be 14 and a half, just to make things a little bit clearer. This would be 15 and a half, just like that. Actually, it'd be a little bit— it would be something like that. And so let's see, she leaves school at 14:55. Where is that on this timeline? Well, 14:55 is 5 minutes before 15.

So it's going to be roughly right over here, so that is when Colette leaves. So that is 14:55, and then when she arrives, 15:25, that's 25 minutes after 15 hours, so that is right over there. So this right over there is when she arrives home, 15:25.

And so how long is that? Well, the way I think about it is if we go from 14:55 to 15:00, that is 5 minutes. So this part right over there is five, and then to go from 15:00 to 15:25, that's another 25 minutes.

So the total length of her trip in time is going to be 5 minutes plus 25 minutes. 5 plus 25 is 30. 30 minutes, and we are done.

More Articles

View All
Why Founders Shouldn't Think Like Investors
They measured 60 times, cut once. The cut didn’t go well, and some were like, “Oh, do I measure 60 more?” Like, [Music] what? All right, this is Dalton plus Michael, and today we’re going to talk about why Founders shouldn’t think like VCs. Shocking! I wo…
Introduction to exponential decay
What we’re going to do in this video is quickly review exponential growth and then use that as our platform to introduce ourselves to exponential decay. So let’s review exponential growth. Let’s say we have something that… and I’ll do this on a table here…
A WARNING for ALL Investors
What’s up guys, it’s Graham here. So, we’ll be able to look back at this video in the future and see how all of this pans out. But I’m recording this today as we’ve just had our single best 50-day rally ever in history, and that also means that we’re offi…
Introducing: Khan Academy Kids!
Hi everyone, Sal here with my three-year-old son Azad, and we’re excited to announce the launch of Khan Academy Kids, which is designed to take students like Azad, ages two to five, to become lifelong learners. Hi friends, welcome to my room! Kids love t…
Internet Safety Course Introduction
Hi everyone. Sal Khan here from Khan Academy, and I just wanted to welcome you to this course on internet safety. Now, you might be saying, “Why should I look at this course? The internet seems like this fun and fabulous place where I can interact with …
Verifying inverse functions by composition | Mathematics III | High School Math | Khan Academy
[Voiceover] Let’s say that f of x is equal to x plus 7 to the third power, minus one. And let’s say that g of x is equal to the cube root of x plus one, the cube root of x plus one, minus seven. Now, what I wanna do now is evaluate f of g of x. I wanna …