Considering the following univariate datasets: • A random sample of cheeses is obtained and the number of months each is allowed to age before sale is recorded. • Sixteen universities are selected and each computer network system is carefully analyzed. The computer virus threat is assessed for each campus: low, medium, or high. • A random sample of Waterford Normandy dinner plates is selected and the weight of each plate is recorded. • Thirty-five new customers at a health club are selected and the body-fat percentage of each member is computed and recorded. • A random sample of CDs is obtained from a local music store. The company that produced each CD is noted. • A collection of pens is obtained from employees at a large company. For each pen, the outside diameter of the barrel at its widest point is measured and recorded. . The time it takes giant slalom skiers to cover a race course. • The number of magazines available for sale at newsstands. . The number of black squares in crossword puzzles. • The length of time spent waiting in line at grocery-store checkout lanes. The number of French fries in a small order from fast-food restaurants. · • The length in words of email messages received. • The widths of posters at an art gallery. . The time it takes to compile computer programs. . The number of radioactive particles that escape from special containers during a one-hour period. . The time it takes to bake batches of banana muffins. The concentration of carbon monoxide in homes during the winter. . The number of pages in best-selling murder-mystery novels. How many of these variables is/are continuous? (Type your answer in numerical form, like 5.)

MATLAB: An Introduction with Applications
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Considering the following univariate datasets:
• A random sample of cheeses is obtained and the number of months each is allowed to age before sale is recorded.
• Sixteen universities are selected and each computer network system is carefully analyzed. The computer virus threat is assessed for each campus: low,
medium, or high.
• A random sample of Waterford Normandy dinner plates is selected and the weight of each plate is recorded.
Thirty-five new customers at a health club are selected and the body-fat percentage of each member is computed and recorded.
• A random sample of CDs is obtained from a local music store. The company that produced each CD
noted.
• A collection of pens is obtained from employees at a large company. For each pen, the outside diameter of the barrel at its widest point is measured and
recorded.
• The time it takes giant slalom skiers to cover a race course.
• The number of magazines available for sale at newsstands.
. The number of black squares in crossword puzzles.
• The length of time spent waiting in line at grocery-store checkout lanes.
. The number of French fries in a small order from fast-food restaurants.
• The length in words of email messages received.
• The widths of posters at an art gallery.
. The time it takes to compile computer programs.
• The number of radioactive particles that escape from special containers during a one-hour period.
. The time it takes to bake batches of banana muffins.
●
• The concentration of carbon monoxide in homes during the winter.
• The number of pages in best-selling murder-mystery novels.
How many of these variables is/are continuous? (Type your answer in numerical form, like 5.)
Transcribed Image Text:Considering the following univariate datasets: • A random sample of cheeses is obtained and the number of months each is allowed to age before sale is recorded. • Sixteen universities are selected and each computer network system is carefully analyzed. The computer virus threat is assessed for each campus: low, medium, or high. • A random sample of Waterford Normandy dinner plates is selected and the weight of each plate is recorded. Thirty-five new customers at a health club are selected and the body-fat percentage of each member is computed and recorded. • A random sample of CDs is obtained from a local music store. The company that produced each CD noted. • A collection of pens is obtained from employees at a large company. For each pen, the outside diameter of the barrel at its widest point is measured and recorded. • The time it takes giant slalom skiers to cover a race course. • The number of magazines available for sale at newsstands. . The number of black squares in crossword puzzles. • The length of time spent waiting in line at grocery-store checkout lanes. . The number of French fries in a small order from fast-food restaurants. • The length in words of email messages received. • The widths of posters at an art gallery. . The time it takes to compile computer programs. • The number of radioactive particles that escape from special containers during a one-hour period. . The time it takes to bake batches of banana muffins. ● • The concentration of carbon monoxide in homes during the winter. • The number of pages in best-selling murder-mystery novels. How many of these variables is/are continuous? (Type your answer in numerical form, like 5.)
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