00:01
In this problem of relation and function we have to consider a binary operation star so this is a binary operation on the set so we have given say this is set a is element 1 2 3 and 4 5 1 2 3 4 and 5 and given by the multiplication table here i'm showing you so this is the table and now we have to compute so first we have to compute the value of 2 star 3 star four and we have to compute the value of here star bracket three star four so first we have two star three that means two and three this would be two star three is equals to one so two star three so this would be two star three is equals to one and also we can find the value of three star four so this would 3 star 4 is equal to 1 also.
01:13
So this is 3 star 4 is equal to 1 and now we have to evaluate 1 star 4.
01:19
So 1 star 4 is equal to this is 1 star 4 is here, this is 1 star 4 is equal to 1.
01:31
And now 3 star 4 we have the value that is equal to 1.
01:36
And now this would be 2 star 1.
01:38
So 2 star 1 this would be 2 star 1 is equal to 2.
01:41
So this is 2 star 1 is equals to 1.
01:46
And now when we write it, so this would be here 2 star 3 star 4.
01:54
So this is equals to 1 star 4 is equals to 1.
01:59
And now when we write it this, so this would be 2 star 3 star 4 and 3 star 4 is 1...