1
00:00:00,450 --> 00:00:09,630
We can I iterate over the tuple using a for loop just as we do for lists and strings.

2
00:00:09,630 --> 00:00:16,680
So we have here defined a tuple B which contains these elements and letters now.

3
00:00:16,710 --> 00:00:20,060
I did it or these elements using the for loop.

4
00:00:20,490 --> 00:00:25,020
So for i in b.

5
00:00:25,050 --> 00:00:35,100
That means for every element in b the tuple print the element.

6
00:00:35,160 --> 00:00:45,000
So the for loop has been used to isolate or the element indeed tuple we've allowed discussed about the

7
00:00:45,000 --> 00:00:54,400
different operations that can be performed on two points so we can apply the membership operators in

8
00:00:54,670 --> 00:01:05,930
and not in on these items in a tuple we can also use the logical operators to compared to print.

9
00:01:06,060 --> 00:01:15,600
So let us check if the value 5 if the tuple be using the in operator the membership operator.

10
00:01:16,050 --> 00:01:29,390
So this returns the Boolean value true because the element 5 is dead in the 5 not in B returns fonts

11
00:01:30,660 --> 00:01:39,890
and we can also use the logical operators on tuples say for example and will define another tuple with

12
00:01:39,900 --> 00:01:47,310
the same set of values and see if the values are defined in tuple.

13
00:01:47,420 --> 00:01:50,550
Same as in B.

14
00:01:50,700 --> 00:01:52,630
So this is draw.

15
00:01:52,950 --> 00:02:06,000
If we test if the values 1 common to less than be Should on Return true because the devalues went into

16
00:02:06,020 --> 00:02:16,070
a list and the ones in tuple B next as D identity all but it does let us see if the tuple containing

17
00:02:16,070 --> 00:02:30,960
these five elements is same as the triple B because this tuple is different from this lifters check

18
00:02:30,960 --> 00:02:40,290
this by checking the idea the idea function gives us the memory location of this to print.

19
00:02:40,770 --> 00:02:43,960
So as you can see this is the memory location.

20
00:02:44,070 --> 00:02:50,800
Now let's check the memory location of the two bilby so they are different.

21
00:02:50,870 --> 00:03:03,300
And that does it is in the identity operator is has returned finds when these two come back and this

22
00:03:03,300 --> 00:03:08,760
is about the different operations that can be performed on Jupiter's.