Business, 16.10.2019 20:10 Tabbicat021

The probability that mary will win a game is 0.03, so the probability that she will not win is 0.97. if mary wins, she will be given $180; if she loses, she must pay $17. if x = amount of money mary wins (or loses), what is the expected value of x? (round your answer to the nearest cent.)

Answers: 1

Show answers

Another question on Business

Business, 22.06.2019 04:30

4. the condition requires that only one of the selected criteria be true for a record to be displayed.

Answers: 1

Answer

Business, 22.06.2019 19:20

Bcorporation, a merchandising company, reported the following results for october: sales $ 490,000 cost of goods sold (all variable) $ 169,700 total variable selling expense $ 24,200 total fixed selling expense $ 21,700 total variable administrative expense $ 13,200 total fixed administrative expense $ 33,600 the contribution margin for october is:

Answers: 1

Answer

Business, 22.06.2019 20:50

Which of the following is an example of a monetary policy? a. the government requires credit card companies to protect customers' privacy. b. the government restricts the amount of money that banks can lend. c. the government lowers taxes and increases spending. d. the government pays for repairing damage from a natural disaster.

Answers: 1

Answer

Business, 22.06.2019 21:10

The blumer company entered into the following transactions during 2012: 1. the company was started with $22,000 of common stock issued to investors for cash. 2. on july 1, the company purchased land that cost $15,500 cash. 3. there were $700 of supplies purchased on account. 4. sales on account amounted to $9,500. 5. cash collections of receivables were $5,500. 6. on october 1, 2012, the company paid $3,600 in advance for a 12-month insurance policy that became effective on october 1. 7. supplies on hand as of december 31, 2010 amounted to $225. the amount of cash flow from investing activities would be:

Answers: 2

Answer

You know the right answer?

The probability that mary will win a game is 0.03, so the probability that she will not win is 0.97....

Questions