Using both methods explained below, we would expect Player 5 to make approximately 24 free throws in the next 30 attempts.
To find out how many free throws Player 5 would be expected to make in the next 30 attempts, we can use two different methods:
Method 1: Using the average free throw rate:
1. Calculate the average number of free throws Player 5 makes in each attempt. Let's assume the average rate is 0.8 (which means Player 5 makes 80% of their free throws).
2. Multiply the average rate by the number of attempts to find the expected number of made free throws.
0.8 * 30 = 24
So, using this method, we would expect Player 5 to make approximately 24 free throws in the next 30 attempts.
Method 2: Using the percentage:
1. Determine the percentage of free throws Player 5 makes. Let's assume it is 80%.
2. Convert the percentage to a decimal by dividing it by 100 (80/100 = 0.8).
3. Multiply the decimal by the number of attempts to find the expected number of made free throws.
0.8 * 30 = 24
Again, using this method, we would expect Player 5 to make approximately 24 free throws in the next 30 attempts.
Out of the two methods, I prefer Method 1, which uses the average free throw rate. This method directly uses the rate at which Player 5 makes free throws, providing a straightforward calculation. It also accounts for the fact that the rate is constant, assuming that Player 5 will continue to make free throws at the same rate in the future.