What principle of counting would you use in each of the following situations? + You have to count the number of three-letter initials. Counting ways to choose a dessert from the menu with three kinds of cakes and four kinds of pies. A. Addition principle B. Inclusion - exclusion principle You have to count the number of positive integers less than 100 that are divisible by 3 or 5. C. Multiplications principle * Counting the total number of bit strings of length 5. * You have to count the number of different 4-digit pin codes.

Q: How many arrangements are there of the letters of the word MATHEMATICS in which all the vowels…

A:

Q: In a drawer, there are eight blue socks, six green socks, and twelve black socks. What is the…

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Q: Example: A box contains six green balls, five red balls, and eight yellow balls. How many ways are…

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Q: Ryan is putting 12 colored light bulbs into a string of lights. There are 6 pink light bulbs, 2 red…

A: Permutation:Let there be 'n' things that are to be arranged, out of which p,q,r  are identical . And…

Q: he word "Knickknack" if "nack" goes together in a

A: Given: Total number of letters = 10  Number of letters to be together = 4 Number of 'k' apart from…

Q: In how many ways can 4 pizza toppings be chosen from 12 available toppings?

A:

Q: How many arrangements of 9 little league players are possible if there are 20 kids who wish to play…

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Q: 3. My parents just started their digital music collection. If they have put cd's by 4 different…

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Q: An employee group requires 6 people be chosen for a committee from a group of 16 employees. The…

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Q: Suppose that a cookies shop has four varieties of flavour of cookies. How many different ways can 8…

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Q: Four married couples have bought 8 seats in the same row for a concert. In how many diff ways can…

A: Given: Four married couples have bought 8 seats in the same row for a concert.

Q: A metropolitan conference consists of 5 teams from the East, 6 teams from the west, 7 teams from the…

A: Here AS PER POLICY I HAVE CALCULATED FIRST MAIN QUESTION

Q: a. The large books must always be together. b. The first book and last book must always be medium…

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Q: many ways may 5 students be seated in a row for a pictorial? 21. How of 5 chairs

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Q: A person going to a party was asked to bring 3 different bags of chips. Going to the store, she…

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Q: Alphanumeric Pattern W, U, R, N, I, Z, V, R, N, J, H, K, N, Q, T, *

A: To determine the next elements in the given series.,

Q: How many ways are there for 6 people sitting around a circular table to pick from 12 entrees so that…

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Q: Find Macalurien series of sinh 7

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Q: 8 people are trying out for 3 cheerleader spots on the team. In how many ways can this be done?

A: 8 people are trying out for 3 cheerleader spots on the team. In how many ways can this be done?

Q: Use the Multiplication Principle to find the total number of outcomes. 1. You are choosing a car.…

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Q: Let A = {Dirk, Johan, Frans, Sarie}, B = {Frans, Sarie, Tina, Klaas, Henrika}, C = {Hans, Frans}.…

A: We want to find number of elements in A∪B.

Q: A catering service offers 8 appetizers, 12 main courses, and 8 desserts. A banquet committee is to…

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Q: an ATM personal identification number consists of 3 digits. 0,1,2,...,8 or 9 in succession. how many…

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Q: A new-custom made sweater is made by choosing the color, the material, whether or not the sweater…

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Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.