The tablo shows somo troos that aro in two city parks Let U be the samalle t poaible not that ine hudos all the troos linted, R be the sot of trees in Riverside Paik and bo the sot of tees i tiloopy Holw Paik Ful R Nleepy Hollow Park Aupen a ch b Hivorsile Parh Hlic kory h Cheny e Aspon a Willow w Hkory h Use the lowercase letters in the table to list the elements in Rns ROS (Use a comma to separate answers as needod )
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- The table shows some trees that are in two city parks. Let U be the smallest possible set that includes all the trees listed, R be the set of trees in Riverside Park, and S be the set of trees in Sleepy Hollow Park. Find R∩S.The table below shows some of the countries where three investing firms have invested in the telecommunications industry. Let U be the smallest possible set that includes all the countries listed, H be the set of countries Hill Top Investments has interests in, O be the set of countries Ocean Side Investments has interests in, and R be the set of countries Riverside Investments has interests in. Find (O ∪ R)′. Hill Top Investments Ocean Side Investments Riverside Investments Spain, s Andora, a Andora, a Thailand, t Honduras, h Oman, o Poland, p Madagascar, m Cuba, c Egypt, e Spain, s Denmark, d Honduras, h Oman, o Burundi, b Use the lowercase letters in the table to list the elements in (O ∪ R)′. (O ∪ R)′= (Use a comma to separate answers as needed.)Suppose in a small town there are three places to eat, a Chineserestaurant, a Mexican restaurant, and a pizza place. Everyone in town eats dinnerin one of these places or has dinner at home. Assume that 20% of those who eat inthe Chinese restaurant go to Mexican next time, 20% eat home and 30% go to thepizza place. From those who eat in the Mexican restaurant, 10% go to the pizzaplace, 25% go to the Chinese restaurant, and 25% eats at home next time. Fromthose who eat at the pizza place, 30% eat at home, 30% eat at the Chineserestaurant, and 10% eat at the Mexican restaurant next time. Those who eat athome, 20% go to the Chinese restaurant, 25% go to Mexican restaurant, and 30% tothe pizza place. a. Set us the matrix of transition probabilities and show the transition b. Find the steady state probabilities c. In the long run, which restaurant will have the most customer
- Suppose in a small town there are three places to eat, a Chineserestaurant, a Mexican restaurant, and a pizza place. Everyone in town eats dinnerin one of these places or has dinner at home. Assume that 20% of those who eat inthe Chinese restaurant go to Mexican next time, 20% eat home and 30% go to thepizza place. From those who eat in the Mexican restaurant, 10% go to the pizzaplace, 25% go to the Chinese restaurant, and 25% eats at home next time. Fromthose who eat at the pizza place, 30% eat at home, 30% eat at the Chineserestaurant, and 10% eat at the Mexican restaurant next time. Those who eat athome, 20% go to the Chinese restaurant, 25% go to Mexican restaurant, and 30% tothe pizza place. a. Set us the matrix of transition probabilities and show the transition diagram b. Find the steady state probabilities c. In the long run, which restaurant will have the most customerWe have the following sets : A={x,y,z}, B={1,2}. What are all the possible subsets of AxB?Show that the set S = {(1, 2, 3), (0, 1, 2), (−2, 0, 1)} spans R3.
- Show complete solutionIn how many ways can 5 boys and 5 girls be seated in row of 10 chairsa) without restrictionb) if all girls must be seated next to each otherc) 2 particular people must not sit next to each otherd) boys and girls are alternatingWhich of the followingare trees and which are forests?In a class of 130 SHS students, 41 offers agricultural science, 62 offers business and 31 offers visual art. 16 of those students offers both agricultural science and business only and 14 offers both business and visual arts. Assuming none of the students offers all the three subjects 1. Illustrate the information on a ven diagram 2. Find the number of students who offer I. Only two subjects
- The first select box has the option of is or is not. The second select box has an option of does or does not. And the third select box has an option of does or does notHow many subsets are there for the set {h, j}?Prove that A ∩ (B ∪ C) = (A ∩ B) ∪ (A ∩ C) by giving a containment proof (thatis, prove that the left side is a subset of the right side and that the right side is a subset ofthe left side). discrete structure, see image