3. Tracker acquires $750 net each week. He lives alone in a 1-room condo. The month to month lease is $785. What percent of his month to month total compensation is spent on lease? Accept a 4-pay month. 4. a) Yasmine acquires $15.75 each hour and works 35 hours out of every week. She has a little youngster and feels that she can't spend over 30% of her pay on lease. What is the most extreme month to month lease that she should pay? Expect a 4-pay month. b) Given your insight into the expense of lodging locally, recommend a procedure Yasmine could use to assist her with managing the cost of a loft. 5. This year, the month to month lease for a townhouse is $1060. On the off chance that the yearly percent lease increment for one year from now is set at 3.1%, what will be the month to month lease for the condo one year from now? 6. You have recently moved on from secondary school and found some work locally closest you. Circle the local area: Niagara Falls, Your beginning pay will be $20.40 each hour and you will work 40 hours of the week. If you choose to accept the position, you need to move to that city a) Complete the outline. Round your computations to the closest dollar. Week after week Gross Income: Weekly Net Income (Assume 85% of Gross Income) Monthly Net Income (Assume 4 pays every month) b) What is the most extreme sum that you ought to think about spending for lease? $_________ Explain why.

Revise issue 25 in area 4.2 of your content, including the moving of a pass on. Expect that the kick the bucket is weighted so the likelihood of a 1 is 0.2, the likelihood of a 2 is 0.1, the likelihood of a 3 is 0.1, the likelihood of a 4 is 0.2, the likelihood of a 5 is 0.3, and the likelihood of a 6 is 0.1. You roll the kick the bucket until the amount of all numbers which have seemed surpasses 3. An irregular variable XX is characterized to be the quantity of rolls.

What number of various qualities are feasible for the arbitrary variable X?

- 4 unique qualities for arbitrary variable x

2. Fill in the table beneath to finish the likelihood thickness work. Be sure to list the upsides of X in rising request.

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please answser question 2

In a special exertion, new clients are urged to enter an online sweepstakes. To play, the new client picks 9 numbers somewhere in the range of 1 and 50, comprehensive. Toward the finish of the limited time frame, 9 numbers from 1 to 50, comprehensive, are drawn without substitution from a container. On the off chance that the client's 9 numbers match those drawn (without worry for request), the client wins $5,000,000. a) What is the likelihood that an arbitrarily chosen new client wins the $5,000,000? b) What is the normal worth and change of the rewards? C) If another client needed to mail in the picked numbers, accepting that the expense of shipping is $0,50what is the normal worth and difference of the rewards?