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# EOC Practice 6 - PowerPoint PPT Presentation

EOC Practice #6. SPI 3102.1.6. EOC Practice #6. Determine and interpret slope in multiple contexts including rate of change in real-world problems. Find the slope of the line that passes through (–6, 1) and (4, –3). C. – D. –. Brandon works in a shoe store. His

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### EOC Practice #6

SPI 3102.1.6

• Determine and interpret slope in multiple contexts including rate of change in real-world problems.

• Brandon works in a shoe store. His (4, –3).

• daily earnings, y, are represented by the equation y = 20x + 75 based on selling x pairs of shoes. What is represented by the slope in this equation?

• The total pairs of shoes Brandon sells

• each day

• The total amount of money Brandon earns

• each day

• The amount of money Brandon earns for

• each pair of shoes he sells

• The amount of money Brandon earns each

• day, even if he sells no shoes

• The speed of the current

• The speed of the rower/canoe

• The distance the rower is from the dock when x = 0

• The average speed of the oar as it

• passes through the water

• – C. 3

• B. D. –3

• \$0.15 per year

• \$0.18 per year

• \$0.55 per year

• D. \$0.90 per year

food and drink at U.S. restaurants in recent years. Find the rate of change for 1980-1990.

• 13.7 billion per year

• 12.8 billion per year

• 10 billion per year

• D. 11.9 billion per year

• Brandon works in a shoe store. His (4, –3).

• daily earnings, y, are represented by the equation y = 20x + 75 based on selling x pairs of shoes. What is represented by the slope in this equation?

• The total pairs of shoes Brandon sells

• each day

• The total amount of money Brandon earns

• each day

• The amount of money Brandon earns for

• each pair of shoes he sells

• The amount of money Brandon earns each

• day, even if he sells no shoes

• The speed of the current

• The speed of the rower/canoe

• The distance the rower is from the dock when x = 0

• The average speed of the oar as it

• passes through the water

• – C. 3

• B. D. –3

• \$0.15 per year

• \$0.18 per year

• \$0.55 per year

• D. \$0.90 per year

food and drink at U.S. restaurants in recent years. Find the rate of change for 1980-1990.

• 13.7 billion per year

• 12.8 billion per year

• 10 billion per year

• D. 11.9 billion per year