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

Finding perimeter when a side length is missing | Math | 3rd grade | Khan Academy


2m read
·Nov 11, 2024

What is the perimeter of the figure below?

So down here we have this figure and we are asked to find the perimeter of this figure. Perimeter is the distance all the way around the outside of a shape.

So in this case, if I were to walk around the outside, or maybe a human's too big if an awesome little ant was to walk all the way around the outside of this figure, how far she walked would be the perimeter.

To find that, what we can do is figure out how long this side is and then combine it with the length of this side, and combine it with the length of this side. Once we combine all of the side lengths, we'll have the perimeter or the distance around the outside of the figure.

So let's start. We can start up here; we can see that this side length is 5 centimeters.

So we have five centimeters plus moving down the side here we have another three centimeters. Then going across, the next distance is four centimeters. After that we go down this side right here which is another four centimeters.

As we keep going across the bottom, we have another nine centimeters, and then we head up this side and, uh oh, we don't have a label. We don't know how far this is, but to find perimeter we need the distance around the entire outside.

If this little ant, she walked the whole way, we've got to know the entire distance she walked. So what we can do is we can look over here and say this length right here is 3 centimeters. Well, then that same length over here is also three centimeters.

Where that three centimeters left off, this four centimeters, this length picked up. So from here to here is another four centimeters.

So if we have four centimeters plus another three centimeters, that's a total of seven more centimeters.

So now we know all of the lengths around the outside. If we combine them or add them, we'll know the perimeter.

So we can start: five plus three is eight, four plus four is another eight, nine plus seven, let’s see, instead of seven I could do nine plus one and six because that's the same as seven.

Nine plus one is ten, and ten plus six is sixteen. Eight plus eight is another sixteen, so we have a sixteen and a sixteen.

Let’s see, six ones plus six more ones is twelve ones and one hundred plus another hundred, or one hundred plus one hundred is two hundred.

So another way we could add this is twenty plus twelve, which is a total of thirty-two.

And we were talking about centimeters here, so thirty-two centimeters. The distance all the way around the outside of this figure, or the perimeter of the figure, is thirty-two centimeters.

More Articles

View All
The Dark Reality Behind India’s Festival Elephants | Podcast | Overheard at National Geographic
Foreign [Music] This is the sound of a festival in India called Trisha Pura. Thousands of people attend this annual festival, including dozens of musicians. But the highlight of the celebration, standing out over the crowds, are the elephants. They’re cov…
Congruent shapes and transformations
We’re told Cassandra was curious if triangle ABC and triangle GFE were congruent, so he tried to map one figure onto the other using a rotation. So, let’s see. This is triangle ABC, and it looks like at first he rotates triangle ABC about point C to get i…
What Is ZIRP And How Did It Poison Startups?
Uhoh, one of the sinkholes, so to speak, that the money could go into is the asset class known as venture capital. And sinkhole it is. [Music] All right. This is Dalton plus Michael, and today we’re going to talk about what is ZERP and why did it mess w…
Why Mohnish Pabrai Ditched Alibaba for Tencent
At the end of the day, it has a very talented management team and it has a very dominant footprint in the minds of its consumers. I think the business will do fine, and they’re pretty smart about the way they go about it. I don’t think the model is as goo…
Marcus Aurelius - Overcome Your Inner Coward
During his reign as the emperor of Rome, Marcus Aurelius faced immense uncertainties that would strike fear into the hearts of most people, such as times of war, plague, internal conspiracies, the death of some of his children, and the death of his wife, …
Rewriting expressions with exponents challenge 2 | Algebra 1 (TX TEKS) | Khan Academy
So we have an expression here that has a bunch of exponents in it. It seems kind of complicated, and what I want you to do, like always, is pause this video and see if you can work through this yourself. Essentially, working through this means simplifying…