Question: DIRECTIONS: Read and analyze each statement below. Choose the letter of your choice and write on the space provided. 1. How many possible outcomes are

DIRECTIONS: Read and analyze each statement below. Choose the letter of your choice and write on the space provided. 1. How many possible outcomes are there in rolling a pair of die? a. 36 b. 6 C. 12 2. How many possible outcomes are there in rolling a die and tossing a coin? a. 8 b. 10 C. 12 3. In a mathematics seminar, 15 students are in grade 7, 10 are in grade 8, 20 are in grade 9, and 30 are in grade 10. How many ways can a group of 4 students consisting 1 student in each grade level be selected? a. 75 b. 90 000 C. 750 4. How many ways can a coin be landed? a. 1 b. 2 C. 3 5. James has 3 shirts, 4 pants and 2 shoes. In how many ways can he choose for his outfit? a. 24 b. 9 C. 18B. DIRECTIONS: Apply the fundamental counting principle in answering the following problems. 1. A bag contains 3 red balls and 4 white balls. Two balls are drawn in succession. How many possible ways are there in the following event? a. The first ball is not replaced before the second ball is drawn. b. The first ball is replaced before the second ball is drawn. 2. How many two-digit numbers can be made with the digits 5, 6, 7, and 8? a. If repetition is allowed b. If repetition is not allowed 3. How many three-digit numbers can be made with the digits 1, 2, 3, 4, 5, and 6? a. If repetition is allowed b. If repetition is not allowed3. Jowel has three shirts each different from each other and three different ties. For how many successive days can he wear these without repeating a particular combination? 4. How many two-digit numbers can be formed using the digits 4, 5, 6, 7, 8? a. Without repetition b. With repetition 5. How many different ways can the letters in the word HONEST be arranged?Of events. VII. ASSESSMENT: D. DIRECTIONS: Apply the fundamental counting principle in answering the following problems. 1. How many committees consisting of 1 freshman and 2 sophomores can be selected from 48 freshmen and 36 sophomores? 2. If there are three roads from B to C, and 3 roads from C to D, in how many ways can you go from B to D?V. What have you learned? A. DIRECTIONS: Do as directed. 1. A coin is tossed and die is rolled. Draw a tree diagram and find the sample space. 2. Make a grid table and find the sample space for the genders of the children in a family consisting of three children. 3. A box contains a red ball (R), a blue ball (B), and a green ball (G). Two balls are selected at random in succession. Draw a tree diagram and find the sample space if the first ball is not replaced before the second ball is selected

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