Exam 22:Understanding Graphs

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Exhibit 1-9 Exhibit 1-9     -The numerical value of the slope of a line depends in part on the units of measurement used. -The numerical value of the slope of a line depends in part on the units of measurement used.

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A downward-sloping straight line has a decreasing slope.

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False

A U-shaped curve has a positive slope everywhere.

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On a graph with x on the horizontal axis and y on the vertical axis, the origin is

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Exhibit 1-2 Exhibit 1-2    -In Exhibit 1-2, at x = 8, the -In Exhibit 1-2, at x = 8, the

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A curved line may have a positive slope or a negative slope, but it cannot have both positive and negative areas of slope.

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The slope of a horizontal straight line is infinity.

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Exhibit 1-16 Exhibit 1-16            -Refer to Exhibit 1-16. Which graph illustrates a positive relationship between variable X and variable Y initially but then a negative relationship? Exhibit 1-16            -Refer to Exhibit 1-16. Which graph illustrates a positive relationship between variable X and variable Y initially but then a negative relationship? Exhibit 1-16            -Refer to Exhibit 1-16. Which graph illustrates a positive relationship between variable X and variable Y initially but then a negative relationship? Exhibit 1-16            -Refer to Exhibit 1-16. Which graph illustrates a positive relationship between variable X and variable Y initially but then a negative relationship? Exhibit 1-16            -Refer to Exhibit 1-16. Which graph illustrates a positive relationship between variable X and variable Y initially but then a negative relationship? -Refer to Exhibit 1-16. Which graph illustrates a positive relationship between variable X and variable Y initially but then a negative relationship?

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Exhibit 1-11 Exhibit 1-11    -In Exhibit 1-9, the slope of the line is -In Exhibit 1-9, the slope of the line is

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The slope of a line

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Exhibit 1-8 Exhibit 1-8    -The slope of the line in Exhibit 1-6 is -The slope of the line in Exhibit 1-6 is

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Exhibit 1-16 Exhibit 1-16            -Refer to Exhibit 1-16. Which graph illustrates a negative relationship between variable X and variable Y initially but then a positive relationship? Exhibit 1-16            -Refer to Exhibit 1-16. Which graph illustrates a negative relationship between variable X and variable Y initially but then a positive relationship? Exhibit 1-16            -Refer to Exhibit 1-16. Which graph illustrates a negative relationship between variable X and variable Y initially but then a positive relationship? Exhibit 1-16            -Refer to Exhibit 1-16. Which graph illustrates a negative relationship between variable X and variable Y initially but then a positive relationship? Exhibit 1-16            -Refer to Exhibit 1-16. Which graph illustrates a negative relationship between variable X and variable Y initially but then a positive relationship? -Refer to Exhibit 1-16. Which graph illustrates a negative relationship between variable X and variable Y initially but then a positive relationship?

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Exhibit 1-8 Exhibit 1-8    -Ron weighs 150 pounds. A graph relating Ron's weight on the vertical axis to Nancy's consumption of ice cream on the horizontal axis would be -Ron weighs 150 pounds. A graph relating Ron's weight on the vertical axis to Nancy's consumption of ice cream on the horizontal axis would be

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Exhibit 1-12 Exhibit 1-12    -A tangent line is a straight line -A tangent line is a straight line

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Exhibit 1-4 Exhibit 1-4    -According to the curve in Exhibit 1-4, -According to the curve in Exhibit 1-4,

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Suppose the cost of producing copper tubing is $1 per foot. If production costs were measured on the vertical axis and quantity of copper tubing were measured on the horizontal axis, which of the following lines would have the smallest slope?

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Moderate exercise is better than none, but excessive exercise is harmful. What is the shape of the graph of health benefits versus hours of exercise per week if health benefits are measured on the vertical axis and exercise is measured on the horizontal axis?

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Exhibit 1-2 Exhibit 1-2    -In Exhibit 1-2, at y = 10, the -In Exhibit 1-2, at y = 10, the

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If x causes y, then

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Exhibit 1-14 Exhibit 1-14    -The part of a graph that is most applicable to marginal analysis is the -The part of a graph that is most applicable to marginal analysis is the

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