 Good morning friends. I am Purva and today we will discuss the following question. If probability of A is equal to 3 upon 5 and probability of B is equal to 1 upon 5, then find probability of A intersection B. If A and B are independent events. If E and F are two independent events, then probability of E intersection F is equal to probability of E into probability of F. So this is the key idea behind our question. Let us begin with the solution now. Now we are given that probability of A is equal to 3 upon 5 and probability of B is equal to 1 upon 5. We are also given that A and B are independent events and we have to find probability of A intersection B. Now by key idea we know that if E and F are independent events, then probability of E intersection F is given by probability of E into probability of F. So here we get probability of A intersection B is equal to probability of A into probability of B. And this is equal to probability of A is equal to 3 upon 5 into probability of B that is equal to 1 upon 5. And this is equal to 3 upon 25. So we have got probability of A intersection B is equal to 3 upon 25. Thus we write our answer as 3 upon 25. Hope you have understood the solution. Bye and take care.