Determining the Number of Occurrences 2. Work with a partner. a. Complete the table showing the numbers of ways in which 2 heads can occur when n coins are flipped. b. Determine the pattern shown in the table. Use your result to find the number of ways in which 2 heads can occur when 8 coins are flipped.

Q: How many ways can you make a team of 4 from a roster of 8 players. discrete math

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Q: The eleven players of the CHS sepak takraw team are to be photographed for the team's tarpaulin. In…

A: Here, the question is in how many ways can 11 players can be arranged in a row.

Q: How many permutations of three items can be selected from a group of six? Use the letters A, B, C,…

A: There are total three item have to select from a group of six

Q: A 4/49 lottery involves choosing 4 of the numbers from 1 through 49 and a 3/32 lottery involves…

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Q: Identify the pattern and find the next number in the pattern. 0.8, 3.2, 12.8,51.2 O 200 051.2 102.4…

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Q: 4. I roll a die 100 times and count how many of each number I get. 5. I spin a spinner 20 times and…

A:

Q: If we want to create a group of six people where they role will assigned as their names are chosen,…

A: Solution The selection of the people should be with the arrangement does not matter  . So the…

Q: 2. P =

A: 2) Permutations: A permutation is a mathematical technique which is defined as the number of…

Q: In a lottery game, a player picks 9 numbers from 1 to 40. How many different choices does the player…

A: pick 9 numbers from 1 to 40. order doesn't matter. no. of ways to choose = ?

Q: Illustration 16.2. Find the probability of getting 37 in randomly forming 2-digit numbers from out…

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Q: In how many ways can 6 different cupcakes be arranged in a circular stand?

A: The number of ways n items can be arranged in a circle is equal to n-1!. The formula for n! is…

Q: 15 participants have written their names on small sheets of paper for a raffle. Show different ways…

A: its a combination based question

Q: in how many ways can 7 students be seated in 4 chairs a. 210 b. 840 c. 2401 d. 35

A: Given Information: To find out the number of ways 7 students can be seated in 4 chairs.

Q: You rolled a six sided die 60 times and got the following tally. 20 ones. 20 twos 15 threes. 3…

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Q: In how many ways can a race of 10 cars be concluded if 5 winners will be determined as winners (5th,…

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Q: how many different ways can 15 runners finish in the first five places of a race?

A: It is given that n is 15 and r is 5.

Q: 1. A student found 8 Mathematics books in the library. The library rules permit him to check out…

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Q: List all the permutations of four objects a, b, c, and d taken three at a time without repetition.…

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Q: The following people are on 4 different committees. What is the fewest number of meetings that need…

A: The following people are on 4 different committees. To find the fewest number of meetings that need…

Q: How many different arrangements could be made with the letters in the name YEKRR TS ROGEEG

A: Total  number of letters in the name (YEKRR TS ROGEEG) are = 13

Q: Getting at least one head when tossing three fair coins.

A: The probability of getting a head is 1/2.  The probability of getting a tail is 1/2.

Q: Suppose you want to get a license plate. The license plate has to have 3 letters without repetition,…

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Q: In a lottery game, a player picks 8 numbers from 1 to 49. How many different choices does the player…

A: From the provided information,The player has to pick 8 numbers from 1 to 49.

Q: A die is rolled six times and the order of the rolls is considered. In how many ways can three 2's,…

A: Given : A die is rolled six times and order is considered

Q: 3. Jason observed a series of circles and saw the following pattern. What color will the next circle…

A:

Counting Principles

In statistics, the counting principle can be said to be the concept in which the quantity of an item is determined. There can be a single item, or a group of items, or items that are related to each other. In every possible set of items, the quantity of the possible item groups or their sorting measures can be determined with counting principles.