Euler paths, circuit, or neither?
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- Va Vi l, e3 Ry 3 Is the walk v5 e3 V4e2V2e1Vjez Vze4V4an Euler path, circuit, or neither? Path Circuit Neither Question 3 APR 21 tv MacBook AirhelpATQYNDkyODA5NDgy/t/all YouTube google classroom B Assigned O Op Pre-Algebra WP #2 Assignment 1) Kim rented a bike from Micaela's Bikes. It cost $16 plus $5 per hour. If Kim paid $36 then she rented the bike for how many hours? 3) Norachai rented a bike from Shreya's Bikes. It cost $10 plus $7 per hour. If Norachai paid $66 then he rented the bike for how many hours? 5) You hadS21
- pont 2. Ms. Liu tells you that on each weekday, visitors return to her website an average of twice, and on weekends, visitors return four times per day. She adds that these two groups of users are different. She wants to know how many unique visitors (e, the number of users who visit the site, regardless of the number of their visits) visit her site on weekdays and weekends. Please note that if a particular visitor comes to the site every day or several times a day, it still counts as only one visit. A 6 of Visits 1 Visits 2 of Days 150 on weekdays, 110 on weekends 200 on weekdays, 140 on weekends O125 on weekdays, 100 on weekends 175 on weekdays, 120 on weekends O 225 on weekdays, 160 on weekends D Unique Visitors NaNPractice Book Use anytime after Bridges, Unit 6, Session 10. ATE NAME DATE Sophie's Marbles & Ricky's Fish mext problem. 1a Sophie had a big bag of marbles. of them were blue, + of them were red, - of them were green, and - of them were yellow. Were there more blue, red, green, or yellow marbles? Use numbers, pictures, and/or words to explain how you know. 8 ÷ 2 = ÷ 9 = show each fraction. ual groups. The rcles should be in cles. 6 Were there more blue or red marbles? Use numbers, pictures, and/or words tot n that tells nes to getWhich of the following statements is false? * a.Any person can recognize mathematical patterns without mathematical training. b.Patterns that occur in nature are only for arts appreciation and not for mathematical explorations c.Every phenomenon can be explained by mathematics whether it is social or scientific. d.None of these
- 3. Two best friends, Carly and Homer, have plans to meet up at 4pm to study. Carly prefers to meet off campus at Tim Hortons, while Homer prefers to meet on campus in the Library. Both Carly and Homer would prefer to study together as opposed to studying apart. It is 3:30pm and neither Carly nor Homer can remember where they said they would meet. (note: Homer does not have a cell phone or computer, so they can not communicate). a) Create a payoff matrix for this game for players Carly and Homer. Note that, if Carly studies alone, she would prefer to study off campus and if Homer studies alone, he would prefer to study in the library. You will need to come up with your own payoff values. You must justify your choices with a short explanation. b) Does this game have a Nash Equilibrium? If so what is/are they?With a short time remaining in the day, a delivery driver has time to make deliveries at 3 locations among the 9 locations remaining. How many different routes are possible?The first image is the given and the second in the example. How to answer this?
- Unit 2-Permutations Assignment Complete the following questions by showing all steps on your solutions. Submit the solutions on D2L as a PDF. 1. There are 15 men and 18 women who belong to a club. An executive panel consisting of a president, vice president, secretary and treasurer is being chosen. a) In how many ways could the executive panel be chosen with no restrictions? b) In how many ways could the executive panel be chosen if it must include least one woman and one man? 2. From a group of 12 people, what is the probability that: a) none share a birthday b) at least two of them share the same birthday? 3. Seven children are to line up for a photograph. a) How many different arrangements are possible? b) How many arrangements are possible if Brenda is in the middle? c) How many arrangements are possible if Ahmed is on the far left and Yen is on the far right? d) How many arrangements are possible if Hanh and Brian must be together? 4. I have the digits: 1, 2, 3, 4, 5, 6, 7. You…This is Discrete Mathematics ! Please be clear about what the answer is. All you need to do is shade in the regions .26. The diagram shows the number of paths from Queton to Toytown through Rowton or Seton. Rowton Queton Seton Toytown How many different ways are there of getting from Queton to Toytown if you can only go from left to right?