Your friend is willing to give you 5:2 odds that the Phillies will beat the Dodgers....
8.Your friend needs a loan now and is willing to pay you back $100 in 1 year and another $100 in 2 years. (i.e. you will receive both payments) How much are you willing to lend your friend now if you want an interest rate of 6%? Question options: $178 $183.34 $200
Binomial Distribution Suppose the probability of beating your friend in a video game is constant at 0.85. The outcome of each game is independent, and either you or your friend have to win each game. S en d c 9. What is the probability that you beat your friend in 4 out of 5 games? Round your answer to two decimnal places. Page 7
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The Los Angeles Dodgers have many devoted fans that pack the stadium for games (pre-COVID). The Dodgers record the number of attendees at their games (expressed in thousands). They also collect a wide range of different statistics from the game. The statistic that most fans are concerned about is the number of runs scored. Data from 12 randomly selected games are shown in the table below. What is the relationship between the attendance at the...
Determine the probability of E for the odds: 2 to 3 against E Give the exact answer in fraction form.
5. You and your friends want to select a few Major League Baseball (MLB) teams to create a fantasy league. You write a code to select teams at random. (Divisions and teams are listed below.) (12pts.) AL East AL West AL Central HAstros Orioles White Sox B C Red Sox Indians Angels Tigers Yankees Athletics KC Rays Royals Mariners T Twins Blue Jays Rangers NL East NL Central NL West C A Diamondbacks Braves Cubs Marlins Reds Rockies Mets Brewers...
Name your best friend, your first close friend, and second close friend. Describe a bit about each of them then give each relationship a score from 1-10 on quality and conflict. Then, explain if this person on average makes you feel happier or less happy. Tie in biological drivers wherever possible. For example, does your best friend make you feel loved, serve as your ‘wing-man’, bring you a sense of security/ safety, surprise you with the best cookie ever when...
You and a friend play a game where you roll a die. If an even number comes up, you give your friend $4. If an odd number comes up, your friend gives you the dollar amount shown on the die. a. Draw the probability distribution for this situation. b. What is YOUR expected value? You must show all your work for full credit.
2. [5 pts] You hear a loud shout from your friend at 80 db. If you move twice as far away from your friend, how loud is the shout?
The odds on (against) your bet are 6 to 5. If you bet $50 and win, how much will you gain? $_? (Type an integer or a decimal.)
You have a lunch appointment with your friend at 12:30 pm. Suppose that your friend will arrive at the meeting place between 12:20 pm and 12:40 pm depending on the traffic condition. You arrived at the meeting place at 12:25 pm and found that your friend is not there yet. What is the probability that you wait for your friend more than 10 minutes?