Hello tutor, Im a grade 10 student in the Philippines. I need help to this following MATH subject modules about probability. Thankyou

ACTIVITY 2: Mutually Exclusive or Not

1. A restaurant serves a bowl of candies to their customers. The bowl of candies Gabriel receives has 10 chocolate candies, 8 coffee candies, and 12 caramel candies. After Gabriel chooses a candy, he eats it. Find the probability of getting candies with the indicated flavors.

(a) P (chocolate or coffee)

(b) P (caramel or chocolate)

(c) P (coffee or caramel)

2. Rhian likes to wear colored shirts. She has 15 shirts in closet. Five of these are blue, four are in different shades of red, and the rest are of different colors. What is the probability that she will wear blue or red shirt?

3. Maria has 45 red chips, 12 blue chops, and 24 white chips. Find the probability that Mario randomly selects the indicated chips.

(a) P (red or blue)

(b) P (blue or white) (c) P (white or red)

4. Of 240 students, 176 are on the honor roll, 48 members of the varsity team, and 36 are in the honor roll and are also members of the varsity team. What is the probability that a randomly selected student is on the honor roll or is a member of the varsity team?

ACTIVITY 5 : Probability of Independent and Dependent Events

(refer to the picture for questions)

Activity 5. Probability of Independent and Dependent Events Solve the following problems as directed: 1. A bag of jelly beans contains 10 red, 6 green, 7 yellow, and 5 orange jelly beans. What is the probability of randomly choosing a red jelly bean, replacing it, randomly choosing another red jelly bean, replacing it, and then randomly choosing an orange jelly bean? 2. Rene and Cris went to a grocery store to buy drinks. They chose from 10 different brands of juice drinks, 6 different brands of carbonated drinks, and 3 different brands of mineral water. What is the probability that Rene and Cris both chose juice drinks, if Rene randomly chose first and liked the first brand he picked up? 3. A box of chocolates contains 10 milk chocolates, 8 dark chocolates, and 6 white chocolates. Hanissa randomly chooses a chocolate, eats it, and then randomly chooses another chocolate. What is the probability that Hanissa chose a milk chocolate, and then, a white chocolate? 4. A rental agency has 12 white cars, 8 gray cars, 6 red cars, and 3 green cars for rent. Mr. Escobar rents a car, returns it because the radio is broken, and gets another car. What is the probability that Mr. Escobar is given a green car and then a gray car? Reflection: What new realizations do you have about the probability of a dependent event? How would you use these concepts in real life