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## 3rd grade

### Course: 3rd grade > Unit 14

Lesson 3: Line plots with fractions- Measuring lengths to nearest 1/4 unit
- Measure lengths to nearest 1/4 unit
- Graphing data on line plots
- Graph data on line plots
- Interpreting line plots with fractions
- Read line plots (data with fractions)
- Line plots review
- Represent and interpret data: FAQ

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# Graphing data on line plots

CCSS.Math:

Sal shows measurements on line plots (also called dot plots).

## Want to join the conversation?

- how do you do a line plot(25 votes)
- It's like a line that is separated into fourths and you put an X on top of the number or numbers you need to put it on.(3 votes)

- How do you now if it is 3 4ths or 8 fourths on a numberline(10 votes)
- Three fourths as a fraction is written as 3/4, where eight fourths is written as 8/4. Because 8 and 4 share factors, this fraction can be reduced, so 8/4=2. On a number line you would be able to tell that these are different because 2 is a whole number, so it would be on a main line, and 3/4 is not, so it would be in between the lines for 0 and 1.(11 votes)

- I still don't get it, could someone please explain?(14 votes)
- how does he figure it out?(7 votes)
- you know this is usless cause we learned this in secend grade?(6 votes)
- mcruz393, Sal is deeply explaining wgat this means. Another Quetion Answered.🤣😶🌫(2 votes)

- the video makes it so simple once i watched it(4 votes)
- how do you do a line plot(4 votes)
- Why did Sal say there is 2 problems and there's 3!(5 votes)
- I was going to take a test but I am talking about inch(3 votes)
- how waches anmia(3 votes)

## Video transcript

- [Voiceover] Let's get a little practice doing the Khan Academy exercise Marking Data on Line Plots. So right over here it says, "Tessa measured the distance "from her house to several locations "to the nearest half kilometer." All right, and so they
have different locations and it tells us the
distance from her house to each of these locations. So from her house to the
school is 3 1/2 kilometers, from the library is 5 1/2 kilometers, to the park is two kilometers, the movie theater is four kilometers, to the post office, 5 1/2 kilometers. Then they ask us, "How many dots "should be on a line plot
of these measurements?" So a line plot, and
they have one down here, a line plot, this is
literally a number line and what we do is we put as many dots there are at a certain point in the line. So if we have two data points at 5 1/2 we would put two dots right over there, but we'll get to that in a second. They're just asking us how many dots should be on the line plot
of these measurements? Well, we should make a dot for each of these data points and there are one, two, three, four, five data points here. So there's five data points that I'm going to want
to put on my line plot. Then they say, "Create a line plot "that shows all of the measurements. "Click above the marking
on the number line "that matches each measurement. "Click higher to add more
dots above the same marking. "Click lower to add fewer dots." So they say that the
distance from the school to Tessa's house is 3 1/2 kilometers so we would want to put a dot at 3 1/2 and I do that just by clicking, clicking right over there, 3 1/2. So that's one data point at 3 1/2. Half way between three and four. Let's do it for the next ones. 5 1/2, that's the distance from the library to her house. 5 1/2, then we have two kilometers. Two kilometers, distance from ... Two kilometers was the distance from the park to her house. Then the movie theater if four kilometers. I wish you could see it all in one screen. Four kilometers. And then the post office
is also 5 1/2 kilometers. So you actually have two data points at 5 1/2 kilometers. So right here I've just
constructed a line plot. At different points on the number line I'm showing how many data points we have. So we have one data
point at two kilometers, one at 3 1/2 kilometers,
one at four kilometers, and two at 5 1/2 kilometers. Now notice, we said we
would have five dots when we have one, two, three, four, five. One for each data point. Let's do this one more time. Let's check and make sure we got it right. Now let's do one more. All right, measure the length ... Measure the length of each line to the nearest quarter
inch to collect data for the line plot below. To make your measurements, drag the ruler on top of the lines. Align the left end of the ruler with the left end of the lines then read the length of each line from the right end of the line. All right, so really I
just wanna measure ... I just wanna measure, oh this is ... I didn't mean to tilt it like that. I just wanna measure each of these lines. So this green line right over here looks like it is six
and this is split into one, two, three, four. It looks like it's 6 3/4ths. 6 3/4ths, the green line
is 6 3/4ths inches long. So we have one data point at 6 3/4ths. So I'll put that right over there. Then we have the red line is ... Let's see, this is 7 2/4ths or 7 1/2. It's halfway between seven and eight. So 7 2/4ths or 7 1/2, so halfway between seven and eight is right over there. Then finally I have the purple line. The purple line, let's see. That is 8 3/4ths inches long. Notice I aligned it right at the beginning right over there and it goes all the way to eight and one, two,
three out of the four. 8 3/4ths inches long, so let me, 8 3/4ths. So there you go. I have one line that was 6 3/4ths, one line that was 7 2/4ths or 7 1/2 and then one line that's
8 3/4ths inches long. Let's check our answer. Let's do one more. This is actually a lot of fun. All right, we gotta measure things again. So let's see, the green line. Green line is exactly three inches long, three inches long so let's plot it right over there. Then we have the red line is exactly, let's see, 3 3/4ths inches long. 3 3/4ths, let's put a
dot right over there. Then the purple line is
three inches long as well. So I have another data
point at three inches. So two of the lines were three inches and one of them is 3 3/4ths and we are ... And we're done.