The number of three-point attempts for a basketball player during a game follows a Poisson distribution with an average rate of 5 per game.For each three-point shot that she attempts, the basketball player has a probability of 0.4 that the three-point shot is made. Assume that each shot is independent of each other.

You want to simulate the basketball player's performance for made three-point shots for a single game. You generate two uniform random numbers: 0.7 and 0.8. With those uniform numbers, how many three-point baskets does she make according to the simulation? Enter an integer.

Hint: Use Excel to help you with calculations, e.g., POISSON.DIST

Note: There are two valid ways to simulate this problem. One way will only use the first uniform number, and the other way will use both uniform numbers.