Question: SHOWr YOUR COMPLETE SOLUTION. MUCH BETTER IF YOU'LL WRITE THE SOLUTION ON A PAPER. Question 22 A certain fast-food chain sells cheeseburger. On a typical

400 bu rgers. what is the probability that it will run out

of burgers on that day? Express your answer in percentage, rounded-off into

SHOWr YOUR COMPLETE SOLUTION. MUCH BETTER IF YOU'LL WRITE THE SOLUTION ON A PAPER. Question 22 A certain fast-food chain sells cheeseburger. On a typical wleekday, the demand for these burgers can be approximated by a normal distribution with the mean of 313 burgers and a standard deviation of 57 burgers. If the fast-food chain has a stock of 400 bu rgers. what is the probability that it will run out of burgers on that day? Express your answer in percentage, rounded-off into 2 decimal places. Blank 1 Blank 1 Add your answer Question 23 A certain fast-food chain sells cheeseburger. On a typical weekday, the demand for these burgers can be approximated by a normal distribution with the mean of 313 burgers and a standard deviatlon of 57 burgers. How many burgers must the restaurant stock to be at least 98% sure of not running out on a given day? Round-up your answer into a whole number. Blank 1 Blank 1 Add your answer Question 24 A basketball team's researcher recorded the number of successful threepoint shots of the team for every play in the past 16 games of the season. Using the frequency table given, the probability that the team would have at least 8 successful threepoint shots in a game is Blank 1. Use the decimal form In two (2) decimal places. Blank 1 Add your answer I' A n-1l; l Question 25 k A university plans to invest in a particular project. There is a 35% chance that the university will lose 30,000 php and a 25% chance that the company will make 55,000 php, otherwise it will break even. Compute for the expected value of the project to the university. Note: Express your answer in the nearest whole number. Also, do not include the currency symbol for your answers. Blank 1 Blank 1 Add your answer Question 21. In a data gathered by a student, it was determined that all blood pressure readings of all the school's faculty members are normally distributed with u = 120 and o= 8. If a blood pressure reading of 145 or more may require medical attention, what percentage of people have a blood pressure reading greater than 145

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