1 00:00:00,000 --> 00:00:03,929 Let's start to see how we can use numbers and also 2 00:00:03,959 --> 00:00:08,249 operations on numbers with Python. So this will 3 00:00:08,249 --> 00:00:11,879 help us when we start to work with variables. So 4 00:00:11,879 --> 00:00:15,689 as you have seen if I just type 2, okay, 2 is 5 00:00:15,719 --> 00:00:20,549 evaluated to 2, and is printed, so you can see 6 00:00:20,549 --> 00:00:23,339 the number 2. So you can use the round numbers 7 00:00:23,369 --> 00:00:26,789 in Python, okay, 2, 4, you can also use 8 00:00:26,789 --> 00:00:30,569 negative number -3, etc. You can also 9 00:00:30,569 --> 00:00:33,809 make computations, for example, 4 + 5, 10 00:00:33,839 --> 00:00:37,949 okay, we can add a space for clarity. And you can 11 00:00:37,949 --> 00:00:41,099 see 4 + 5 is evaluated to 9. Okay, you 12 00:00:41,099 --> 00:00:47,309 can also 7 - 5, like this is evaluated 13 00:00:47,369 --> 00:00:51,269 to 2. Okay, multiplication is also working and 14 00:00:51,269 --> 00:00:55,889 division. 6 / 2 is equal to 3. As 15 00:00:55,889 --> 00:00:59,279 you can see here we have 3.0. Okay, we can also 16 00:00:59,279 --> 00:01:03,209 use float numbers, so let's say 3.14. 17 00:01:03,569 --> 00:01:06,569 Okay, you can see 3.14, if I so if I 18 00:01:06,569 --> 00:01:09,749 just write 2, I get 2 like this as a round 19 00:01:09,749 --> 00:01:14,729 number if I write 2.0, okay, I guess 2.0 as a 20 00:01:14,729 --> 00:01:17,879 float number. And you can also use any kind of 21 00:01:17,879 --> 00:01:22,229 computation on float number let's say 2.5 plus 22 00:01:22,649 --> 00:01:28,199 3.4, which is equal to 5.9. Okay, you can combine 23 00:01:28,229 --> 00:01:33,773 operations, let's say 4 + 5 * 2, 24 00:01:33,773 --> 00:01:36,989 and you can see this is 14. And now I can 25 00:01:36,989 --> 00:01:40,289 also add parentheses to change the other, okay, 26 00:01:41,309 --> 00:01:45,629 * 2, 18. Okay. In this case, here, the 27 00:01:45,629 --> 00:01:48,959 multiplication has the priority so it will compute 28 00:01:49,229 --> 00:01:53,039 10, okay, and add 4. In this case because we 29 00:01:53,039 --> 00:01:55,949 have parentheses then the addition has the 30 00:01:55,949 --> 00:01:59,069 priority so it will compute 9 and then multiply 31 00:01:59,069 --> 00:02:01,469 by 2. So well, if you know basic math 32 00:02:01,499 --> 00:02:04,709 operations, you can see that working with numbers 33 00:02:04,799 --> 00:02:06,933 is not difficult at all.