00:01
Let's plot the following numbers on the number line, 0, 3, 8th, and 1 3rd.
00:06
In order to get an accurate representation of how these three numbers are located, we need to make them look the same.
00:14
In other words, we need to get a common denominator.
00:17
Zero is simply going to be 0.
00:19
But we look at 8, 3 .8s, and 1 3 .3rd, we can get a common denominator of 24, which means that i need to change my numerators by multiplying by 3, 3, 3, 3, 3.
00:30
To get nine, and then multiply by eight to get eight.
00:34
So on my number line, i need to mark this off, not one, two, three, four, five, six, but here's zero, and we'll go one, two, three, four, five, six, seven, eight, nine, ten, eleven, twelve, thirteen, fourteen, sixteen, seventeen, nineteen, nineteen, twenty, twenty, twenty, twenty, twenty, twenty, twenty, or that's going to be out of twenty -four, so marking it in twenty -fourths.
00:57
So here's one twenty -fourth, two, twenty -fourth, two, twenty -fourth, two, two, 24th, 324th, 524th, that would be 10 .24th...