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# Please answer it completely.. TASK 2: True of False B. Read...

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TASK 2: True of False B. Read carefully. Solve the following problem. 1. In tossing a coin, the sample space is 2. 1. Find the number of different arrangements of the set of the six letters J.O.Y,FU,L taken 2. The sample space in drawing a card is 54. three at a time. a. Formula to be used 3. A U B moans "A or B happens" b. Quantities needed: 4. the event formed by all the outcome of A and B is called the union of events c. Solution 5."A and B happens simultaneously" is the event formed by the common outcomes of A and d Answer 2. In how many ways can three diamonds be drawn from a standard deck of 52 cards?_ TASK 3 a. Formula to be used: identify the following situations whether union or intersection of exclusive events. b. Quantities needed: 1. a heart or an even-numbered card Solution: 2. a face or an ace card d. Answer 3. a diamond or a red card 3. in how many ways Mr. Reyes invites three of nine friends in a snack? 4. a letter card and a red card a. Formula to be used: 5. a spade or a black card b. Quantities needed: . Solutions TASK S d. Answer: Identify the following whether simple or compound. 4. In how many ways can 10 people be seated in a circular table? There are six 20 Peso bills, one 50 Peso bil and three 100 Peso bills in a wallet. If a peso bill a. Formula to be used: is drawn from the wallet at random, o. Quantities needed: 1. A 100 Peso bill is drawn c. Solution d. Answer: 2. A 20 Peso bill is drown 3. A 50 Peso bill is drawn 5, In how many ways can 4 red blocks. 5 yellow blocks, and 2 orange blocks be arranged in a row? 4. The face value of the banknote drawn is more than 40 a. Formula to be used 5. The face value of the banknote drawn is less than or equal 50 b. Quantities needed: Summative Test . Solution: A. Identify the term being described J. Answer. 1. It is the set of all outcomes. 2. The set of all outcomes that are not in the event C. Read the problem carefully and answer the following problem. 3. The result of an experiment. 1. In how many ways can a committee of 4 be selected from a group of 10 persons if two 1. The subset of the sample space persons insist on serving together? . Events that have common outcomes 2. In a wedding. a photographer is taking a group picture of 6 people in a row. In how many ways can be done if B. List down the outcomes of the following a. There are no restrictions. 1. A coin is tossed twice b. Jerry and Diane insist on standing next to each other. 2. a fair die is rolled c. Jerry and Diane refuse to stand next to each other. 3. Getting a multiple of 5 in a Bingo Game 3. In how many ways can a committee of 5 be formed from 5 juniors and 7 seniors if the committee must have 3 seniors? 4. Getting an even heart card in a standard deck of cards 4. A box contains 4 red balls, 8 green balls, and 7 yellow balls. In how many ways can 6 balls 5. Colors of the rainbow be chosen if there should be 2 balls of each color? 5. In how many ways can 5 Filipino books and 6 English books be arranged in a shelf if C. List down the union and intersection in the designated box. a. there are restrictions. b. 5 Filipino books are together. a. books of the same subject are together. TASK 2 Choose a formula that corresponds to the correct answer in the given problem. Write the letter only. A. C(n,r) () B. P= (n-1): c. P(nn) - "(mary D.P = ali E. P(n,n) = n Union Intersection 1. In how many ways can 5 boys be seated in a row of 5 stools? 2. In how many ways can 8 children be seated in a round table? 3. if 4 girls enter a jeepney in which there are 9 vacant seats, how many ways are there for them to be seated? 4. In how many ways can a committee of 7 be selected from a group of 12 men? 5. How many different ways can the letters of the word NEEDS be arranged?

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