Posted: September 16th, 2022

List the city where the athlete lives.

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You must show all of your work, not just the answers, for every unit conversion and mathematical problem.
Choose a professional athlete and list his/her name and sport.
How tall is the athlete in feet? (example – 6 ft. 2 in) Explain the unit conversion and mathematical procedures used to determine the athlete’s height in only inches, only meters, and only centimeters.
How much does the athlete weigh in pounds? Explain the unit conversion and mathematical procedures used to determine the athlete’s weight in kilograms.
List his or her annual salary from last year.
Explain the unit conversion and mathematical procedures used to determine how much the athlete earned per week.
After finding out how many games he or she played last year, explain the unit conversion and mathematical procedures used to determine how much he or she earned per game played last year.
Assume that he or she practiced or trained 20 hours for every game and played every game. Including the game time and training time, explain the unit conversion and mathematical procedures used to determine his or her hourly salary.
Consider if the athlete transferred their annual salary to another country. Explain the unit conversion and mathematical procedures used to determine the athlete’s annual salary in another currency. You must identify the currency conversion used.
List the city where the athlete lives.
What is the average summer temperature in Fahrenheit in the city where the professional athlete lives? Explain the unit conversion and mathematical procedures used to determine the temperature in Celsius.
What is the average winter temperature in Fahrenheit in the city where the professional athlete lives? Explain the unit conversion and mathematical procedures used to determine the temperature in Celsius.
Look for information about the price to attend one of his or her professional games.
What is the cost of the most expensive ticket to attend one of his or her games?
What is the cost of the least expensive ticket to attend one of his or her games?
Explain the mathematical procedures used to determine the average cost of the most expensive ticket and least expensive ticket.
How many people attended the first game of the most recent season?
If each person paid the average price for a ticket, explain the mathematical procedures used to determine how much money the game brought in that night.

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