Mo had 2 goals in one game out of 6 shots attempted. a. Find the experimental probability Mo will shoot a goal when attem b. Mo has 9 attempts in a game. Predict how many goals he scores. Let \( x= \) number of

Mo's experimental probability of scoring a goal is calculated by taking the number of successful goals (2) and dividing it by the total attempts (6). So, the probability \( P \) is \( P = \frac{2}{6} = \frac{1}{3} \). This means that Mo has about a 33.3% chance of scoring with each shot he attempts. If we apply this probability to his next game with 9 attempts, we can predict his goals by multiplying his shooting probability by the number of attempts: \( x = 9 \times \frac{1}{3} \). This means Mo is expected to score about 3 goals in his next game!