0:00:00.860,0:00:03.996 Percent literally means per 100. 0:00:03.996,0:00:05.370 That's where the[br]word comes from. 0:00:05.370,0:00:10.540 Cent from cents or century or[br]any of those words means 100. 0:00:10.540,0:00:13.859 So if someone tells[br]you 7 per cent-- 0:00:13.859,0:00:16.400 and I'm separating the word so[br]it makes a little more sense-- 0:00:16.400,0:00:18.680 they're really saying 7 per 100. 0:00:18.680,0:00:22.260 This is the same[br]thing as 7 per 100, 0:00:22.260,0:00:27.640 which is the same thing as a[br]fraction as 7 per 7 per 100. 0:00:27.640,0:00:29.170 With that out of[br]the way, let's see 0:00:29.170,0:00:36.810 if we can write 0.601[br]as a percentage. 0:00:36.810,0:00:40.930 Well, we essentially want to[br]write it as something over 100. 0:00:40.930,0:00:42.730 So you could view[br]it as-- I'll just 0:00:42.730,0:00:44.800 rewrite this part[br]right over here. 0:00:44.800,0:00:48.600 You could write it[br]as 0.601 over 1. 0:00:48.600,0:00:50.152 This is obviously[br]the same quantity. 0:00:50.152,0:00:51.610 If you divide[br]anything by 1, you're 0:00:51.610,0:00:53.370 still going to get[br]that same anything. 0:00:53.370,0:01:00.105 And I'm going to multiply[br]it by 100 over 100. 0:01:00.105,0:01:01.730 Obviously, this won't[br]change the value. 0:01:01.730,0:01:03.310 This is just 1 here. 0:01:03.310,0:01:06.000 But what this does is it'll[br]give us a fraction in term 0:01:06.000,0:01:07.800 with the denominator being 100. 0:01:07.800,0:01:11.790 So the denominator, if I[br]multiply these two characters 0:01:11.790,0:01:13.530 right over here in[br]the denominator, 0:01:13.530,0:01:16.480 the denominator of our[br]product is going to be 100. 0:01:16.480,0:01:21.370 If I multiply 0.0601 times[br]100, what am I going to get? 0:01:21.370,0:01:24.570 Well, every time I multiply[br]it by a multiple of 10 0:01:24.570,0:01:26.130 or every time I[br]multiply it by 10, 0:01:26.130,0:01:28.850 I'm going to shift the decimal[br]over to the right once. 0:01:28.850,0:01:32.560 So if I multiply it[br]by 10, I'd get 6.01. 0:01:32.560,0:01:34.070 And if I multiply[br]it by a 10 again 0:01:34.070,0:01:37.830 or if I multiply it by[br]100, I'm going to get 60.1. 0:01:37.830,0:01:44.700 So 0.601 times 100 is 60.1. 0:01:44.700,0:01:46.240 Let me rewrite that again. 0:01:46.240,0:01:52.930 If I were to write 0.601, and[br]I want to multiply it by 100, 0:01:52.930,0:01:55.250 shift the decimal once,[br]I multiply it by 10. 0:01:55.250,0:01:59.020 If I multiply it by 10 again, or[br]essentially multiply it by 100, 0:01:59.020,0:02:01.130 I get 60.1. 0:02:01.130,0:02:02.600 So this is times 10. 0:02:02.600,0:02:03.880 This is times 10 again. 0:02:03.880,0:02:05.970 I've essentially[br]multiplied it by 100. 0:02:05.970,0:02:07.880 But now we have it[br]in the form we like. 0:02:07.880,0:02:09.919 We have 60.1 over 100. 0:02:09.919,0:02:11.550 Or you could rewrite this. 0:02:11.550,0:02:18.500 This is the same[br]thing as 60.1 per 100, 0:02:18.500,0:02:24.860 which is the same[br]thing as 60.1 percent. 0:02:24.860,0:02:28.460 And we'd obviously want to write[br]it then as 60.1 percent, as one 0:02:28.460,0:02:33.930 word, or 60.1, and we'll[br]just use the symbol-- 60.1%. 0:02:33.930,0:02:35.940 We are done.