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

Thousandths on the number line


2m read
·Nov 11, 2024

  • [Instructor] We're asked what is the value of the point graphed on the number line, and this is the point right over here. So pause this video and see if you can figure that out before we figure it out together.

All right, so let's try to figure it out together now. So let's see, this point is between this is going to be, this is the tenths place, this is the hundredths place. So this over here is three hundredths, and this over here is four hundredths. So our point is between three hundredths and four hundredths, and the space between three hundredths and four hundredths is divided into ten equal spaces.

So if this whole thing is a hundredth, so this whole thing is equal to 0.01, the difference between that, that's a hundredth. So then each tenth of that is going to be a thousandth. So let me; I don't want to make this too messy, so this right over here will be one tenth of a hundredth, which is going to be a thousandth, so it's going to be 0.001. We have a one in the thousandths place.

So one way to think about it, this number is going to be 0.03, so we have our three hundredths. But then let's see how many thousandths we have to add to it to get to this value right over here. We have to add one thousandth, two thousandths, three thousandths, four thousandths, five thousandths, six thousandths, seven thousandths, and eight thousandths.

So we're starting at three hundredths, and then we are adding eight thousandths, so you add 0.008 to get to this value. So if you were to add these two together, you're going to have three hundredths, and then the next place over is the thousandths place, and we have eight of them.

So this point right over here is 0.038, or you could do this as 38 thousandths, because three hundredths is 30 thousandths. So any way you want to view it, this is the value of the point graphed on the number line: 0.038.

More Articles

View All
Partial derivatives of vector fields, component by component
Let’s continue thinking about partial derivatives of vector fields. This is one of those things that’s pretty good practice for some important concepts coming up in multivariable calculus, and it’s also just good to sit down and take a complicated thing a…
Adding 1 vs. adding 10 | Addition and subtraction | 1st grade | Khan Academy
So pause this video and real quick figure out what 27 plus 1 is, and then if possible, figure out what 27 plus 10 is. All right, so a lot of, let’s think about it together. You might have been able to do this one pretty easily. You might have said, okay,…
2015 AP Calculus BC 2a | AP Calculus BC solved exams | AP Calculus BC | Khan Academy
At time ( T ) is greater than or equal to zero, a particle moving along a curve in the XY plane has position ( X(T) ) and ( Y(T) ). So, its x-coordinate is given by the parametric function ( X(T) ) and y-coordinate by the parametric function ( Y(T) ). Wi…
Ecological succession | Biodiversity and human impacts | High school biology | Khan Academy
You look at a community that is in a given habitat. A natural question is to say, “Well, has that community always been that way? Has it always been there? Was there a time where maybe there was no life there?” And the answer is, well, yes, the communitie…
15 Biggest Obstacles You'll Have in Your Life
Hey there, Alaer! Welcome back. Today’s chat is a little bit longer than usual because we really wanted to do all of these obstacles justice. You might not face every one of them in your life; we certainly hope not, but chances are you faced some of these…
How to use italics and underlines | Punctuation | Khan Academy
Hello, grammarians! Hello, Paige! Hi, David! So, Paige, have you ever heard of this man Aldus Minucius? I don’t think I have. That’s a pretty cool name, though. His given name was actually Aldo Manuzio. He was a Venetian printer around 1500, and this gu…