Suppose that in a particular year, the U. S. government held a lottery to issue 59,000 Green Cards (permits for non-citizens to work legally in the U. S.). An individual, from Germany, was one of approximately 6.5 million people who entered this lottery. Let G = won Green Card. Part (a)What was this individual's chance of winning a Green Card? Write your answer as a probability statement. part bIn the summer, the individual received a letter stating she was one of 122,000 finalists chosen. Once the finalists were chosen, assuming that each finalist had an equal chance to win, what was the individual's chance of winning a Green Card? Let F = was a finalist. Write your answer as a conditional probability statement. part C. Are G and F independent or dependent events?Explain.

GOOD

Step-by-step explanation:

Molly plans to sew together a costume for the school play. She has one of each of the following colors

of buttons in her pocket:

· Black

· Green

· Red

· White

All of the buttons are the same size and shape.

Molly will select one button from her pocket without looking.

1) What is the probability that she will select a red button? Show or explain your answer.

Molly also has a bag of ribbons made of the same material and are all the same size. She has one each

of the following colors of ribbon in her bag:

· Black

· White

· Yellow

Molly will select one button from her pocket and one ribbon from her bag without looking.

2) Make a tree diagram or organized list showing all the possible combinations of one button and one ribbon

that Molly could select.

3) What is the probability that Molly will select a black button and a black ribbon? Show or explain how you got

your answer.

4) What is the probability that Molly will select a button and a ribbon that are different colors from each other?

Show or explain how you got your answer