1 00:00:00,450 --> 00:00:05,550 In this video, we are going to take a look at converting Exodus one number to the dismal and I'm going 2 00:00:05,550 --> 00:00:12,750 to take another example as policy as in the previous videos, not the conversion is the need to convert 3 00:00:12,950 --> 00:00:14,850 any nominee base format to this. 4 00:00:15,060 --> 00:00:22,800 You need to multiply those bits, those bytes places to the power of this base. 5 00:00:24,630 --> 00:00:30,300 This is very similar to converting binary to decimal, but we need to multiply the power of 16. 6 00:00:32,210 --> 00:00:33,020 Insured up to. 7 00:00:34,590 --> 00:00:42,210 So you write policy as one each bite in the one block, and if you consider a seat, it's in the right 8 00:00:42,210 --> 00:00:48,450 place and two is in the first place and one is in the second place, what you're going to do is you 9 00:00:48,450 --> 00:00:53,250 need to raise to the power of 16 because it is very basic. 10 00:00:54,120 --> 00:00:58,720 We need to raise 16 zero and 16 Power-One and sixteen point two. 11 00:00:59,520 --> 00:01:00,870 So there are only three words. 12 00:01:00,870 --> 00:01:01,160 Right? 13 00:01:01,560 --> 00:01:11,020 So we need to multiply these to see and 16 or zero and two and 16 for one and one and square. 14 00:01:11,580 --> 00:01:18,210 So after multiplying, you get the results, you just add are those results and you will get this as 15 00:01:18,210 --> 00:01:20,760 an output source. 16 00:01:23,370 --> 00:01:26,770 See means it's 30. 17 00:01:28,710 --> 00:01:37,760 Yes, meets in hexadecimal to dismantle its full support, 216 zero one, it's basically tall and two 18 00:01:37,770 --> 00:01:39,400 in 216, which is 32. 19 00:01:39,690 --> 00:01:40,410 So here we go. 20 00:01:40,830 --> 00:01:42,440 And here we got 32. 21 00:01:42,780 --> 00:01:48,240 If we just add these, we get the same as 44. 22 00:01:48,390 --> 00:01:48,740 Right. 23 00:01:48,990 --> 00:01:52,090 That'll do us part 44. 24 00:01:52,260 --> 00:01:55,920 And here we got the one in 216 squared, which is 256. 25 00:01:56,160 --> 00:02:00,280 And if we are 256, 144, we get the output of 300. 26 00:02:00,570 --> 00:02:02,950 So that is our required output. 27 00:02:03,660 --> 00:02:07,590 So the hexadecimal policy represents 300 in the small.