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Mathematics 20 Online
OpenStudy (anonymous):

Marna runs at the track each Monday, Wednesday, and Friday. Each day that she ran, she recorded the number of people that were at the track. Below are her results for observations on four Mondays, three Wednesdays, and three Fridays. The first Monday she saw 6 people, the next Monday she saw 1 person, the next she saw 2 people, etc. Match each scenario with the experimental probability that it will occur. Monday: 6, 1, 2, 8 Wednesday: 5, 2, 4 Friday: 5, 8, 1. 1. more than 2 people at the track 2. less than 5 people at the track 3. no more than 2 people at the track 4. at least 6 people at the track A. 30% B. 50% C. 60% D. 40%

OpenStudy (anonymous):

i give away a medal to the person with the best answer :)

OpenStudy (anonymous):

plz plz help me :'(

OpenStudy (anonymous):

also could you plz answer this question for me plz thank you so much :) Which describes independent events? A. Selecting a yellow and a pink highlighter at random from a box. The first highlighter remains out of the box before selecting the second highlighter. B. Selecting two matching cards at random during a card game if the first card is added to the player's hand before choosing the second card at random. C. Terrell and his sister winning the two school raffles, if each name is placed back into the pool of names before the second winner is chosen. D. Kari selecting two bags of pretzels at random from various bags of snacks if she chooses the first bag and passes it to her friend before choosing the second bag.

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