WEBVTT 00:00:00.588 --> 00:00:08.091 Let's see if we can write the fraction "11 over 25" (or we can call it "eleven twenty-fifths") to see if we can write that as a decimal 00:00:08.091 --> 00:00:11.237 and we're gonna round it to the nearest thousands place. 00:00:11.237 --> 00:00:14.294 And so another way of viewing this, eleven over twenty-five, 00:00:14.294 --> 00:00:17.329 this is the same thing as eleven divided by twenty-five, 00:00:17.329 --> 00:00:22.680 so we can literally say, we can literally divide 25 into 11 and whatever we get 00:00:22.680 --> 00:00:26.503 that is going to be the decimal representation of 11/25. 00:00:26.503 --> 00:00:32.223 And, since we're going to go into the places less than the ones place 00:00:32.223 --> 00:00:35.222 we're gonna go into the tenths place and the hundredths place and the thousandths place, 00:00:35.222 --> 00:00:39.913 let's add some zeroes to this eleven right over here after the decimal 00:00:39.913 --> 00:00:41.529 and now let's start to divide. 00:00:41.529 --> 00:00:44.044 25 doesn't go into 1 00:00:44.044 --> 00:00:45.788 25 doesn't go into 11. 00:00:45.788 --> 00:00:49.309 25 does go into 110. 00:00:49.309 --> 00:00:56.506 So, when 25 goes into 110 four times (4 x 25 is 100), so it goes into it 4 times 00:00:56.506 --> 00:01:00.079 let's keep the decimal up here, so we'll write 0.4 00:01:00.079 --> 00:01:08.473 4 times 25 is 100, and now we can subtract: 110 minus 100 is 10. 00:01:08.473 --> 00:01:11.689 And now we can bring down another zero. 00:01:11.689 --> 00:01:23.025 25 goes into 100 exactly four times. 4 x 25 is 100, and then you subtract and you get zero. 00:01:23.025 --> 00:01:27.025 so we actually didn't even have to round this one. This fraction is exactly, this is exactly 0.44.