what is the set rule for {(0,6)(1,5)...(6,0}

Q: What is the minimum number of balls that we need to draw to ensure that we get at least 3 balls…

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Q: If a study determines the difference in average salary for subpopulations of mechanical engineers…

A: Here Given  study determines the difference in average salary for subpopulations of mechanical…

Q: I think you are suppose to do the quotaient rule.

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Q: Suppose you are at a party with 19 of your closest friends (so including you, there are 20 people…

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Q: Among the adult population of a certain town 50 per cent are males. 60 per cent are wage earners and…

A: In a certain town the adult population consist of 50 % male 60% are wage earners. 50% are 45 years…

Q: Suppose Joe is seeking a job. He decides to consider n possible jobs. However, after being offered a…

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Q: group of data 1,2,3,4,5,6,7,8,9,10 and 30 were gathered, which will be the best to represent the…

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Q: Assume that there are 3 pairs of black socks (çorap), 1 pair of pink socks, and 2 pairs of blue…

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Q: The term mutually exclusive as applied to a set of alternatives that meet the same need means that…

A: Mutually exclusive sets do not have any common region between themselves.  So if we select one set…

Q: There are 9 Canadian, 8 German, 6 Chinese, 10 French and 8 Russian students in a class. What is the…

A: We have, Total Nationalities = 5. So to guarantee at least four of the selected should have the same…

Q: find a set of smallest possible size that has both {3,4,7,8} and {1,5,6,9,10}

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Q: Can you give me an example of What is Permutations Rule (when all of the items are different?

A: Permutation rule:There are n different items and r number of selections and the selections are made…

Q: Which of the sets below are equal to {1,3,5,7,9}? You may need to select more than one box.…

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Q: same

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Q: What is the minimum number of students, each of whom comes from one of the 17 regions, who must be…

A: We have students comes from 17 regions.  Now we will distribute no of students to each of 17…

Q: what are subsets?

A: Let us consider two sets A and B.A is called subset of B if and only if B set have all elements of A…

Q: A machine produces parts that are either good (80%), slightly defective (10%), or obviously…

A: Given Information: To find out the quality of the parts that make it through the inspection machine…

Q: 8. Show that the set (0, 1) – {1/2, 1/3, 1/4, -..} is uncountable.

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Q: The exam has 14 questions, and the total number of marks for the exam is 100. In how many ways can…

A: Let us assume that: Pi=The point assigned to the ith question.   Given that:  Each question must…

Q: A popular gambling game called keno, first introduced in China over 2000 years ago, is played in…

A: 2 of the 4 numbers chosen by the gambler are lucky numbers. Because 4 numbers were chosen, there…

Q: What is Permutations Rule (when all of the items are different?

A: Introduction:Suppose there are n items; all the items are different from each other, that is, the…

Q: The minimum number of cards to be dealt from an arbitrarily shuffled deck of 52 cards to guarantee…

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Q: When I arrange the members of a marching band in rows of 2, 3, or 4, there is always 1 person left…

A: To solve the given problem

Q: (а, b, с, d, е, I, 8, h, 1, J А%3 {а, b, с, f, g, j} Find each of the following: В 3 {а, с, е, g,…

A: As per bartleby guideline if more than three subparts asked only first three to be answered kindly…

Q: The following table gives the number of defects in carpets manufactured: carpet seriel No 2 3 4 8…

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Q: After the premiere of the new comedy Bumblebee, moviegoers were asked in a quick poll whether they…

A: Given Information: Out of 25 adults, 8 disliked the movie and the rest liked movie. Out of 100…

Q: what is the y-intersept of y=5

A: Compare with y=mx+c where slope is zero and y=5 is y intercept

Q: What is the minimum number of cards that must be drawn from an ordinary deck of cards (52) to…

A: Given problem Given that   The minimum number of cards that must be drawn from a ordinary deck of…

Q: 3,

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Q: There are 9 Canadian, 9 German, 6 Chinese, 9 French and 9 Russian students in a class. What is the…

A: As given that there are 9 Canadian, 9 German, 6 Chinese, 9 French, and 9 Russian students in a…

Q: Find the number of ways of getting at least a pair when randomly getting nine cards from a standard…

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Q: A professor wants to choose a group of 6 students out of a class of 18. The order that they choose…

A: Total students = 18 Group to chosen of = 6

Q: Six persons are to queue in a straight line. Three of these persons, simon, seojin and suryeon, had…

A: W have six persons such that three of these persons can't stand to be together   1   2   3…

Q: Ex: Problem: Among a set of 5 black balls and 3 red balls, how many selections of 5 balls can be…

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Q: A survey of 275 adults found that during the last year, 70 traveled by plane but not by train, 40…

A: Introduction:Denote the following events for the different modes of travel:P: Plane,T: Train,B:…

Q: How many subsets are there of the set (1, 2, 3, 4, 5, 6, 7, 8, 9, 10} which contain at least three…

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Q: In a country, there are n farms and in each farm, there are at most 15 types of fruit trees. For any…

A: Use the data given to determine the answer. Use simple mathematics to determine the minimum number…

Q: Each of the 20 students learn exactly two of the three languages: English, French and German. 80% of…

A: Total number of students= 20 Number of students learn English= 80% of 20 = (80÷100)*20= 16 Number of…

Q: Assume that there are 2 pairs of black socks (çorap),3 pair of pink socks, and 5 pairs of blue socks…

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Q: Show that in a group of people there must be two individuals that have the same number of friends…

A: We make a proof by contradiction and use the pigeonhole principle.

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

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Q: 1. What are the four rules to choose independent variables? 2. Discuss the consequence(s) of…

A: As per the Bartleby guildlines we have to solve first question and rest can be reposted... 1..What…

Q: none of these options OR={(0,0), (1, 1), (1, 3), (2, 2), (3, 1), (3, 3), (4, 4) } OR= { (0,0), (1,…

A: Introduction: An equivalence relation is a type of binary relation in mathematics that should be…

Q: How many possible ways are there in arranging a red ball, a blue ball, and a green ball in a…

A: We have 3 types of balls ( Red, blue and green) so the number of ways of arranging them is 3!. Now,…

Q: What are the class boundaries for the class limit, 2.20 - 3.80 ? 2.15 - 3.75 2.195 - 3.805 2.395 -…

A: The lower limit is given by the formula Lower Class Boundary =  Class Lower limit - 0.5=2.20-0.5=1.7

Q: What is the minimum number of students, each of whom comes from one of the 50 states, who must be…

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Q: A professor wants to choose a group of 5 students out of a class of 20. The order that they choose…

A: Number of ways of selecting 5 students from 20 students.

Q: What must be the next letters in the list: O, T, T, F, F, S, ___, ___, ____?

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Q: Here is a set of data. 2 41 92 342 353 420 512 551 585 706 776 951 Identify the 5 number summary…

A: We have to find 5 number summary.

Q: A card game contains 52 cards where 13 are of hearts, 13 are spades, 13 are clubs and 13 are…

A: A combination is a selection of items from a group of items, where the order of selection is not…