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Madison started hiking at an elevation of 44 meters above sea level. She hiked up at a rate of 33 meters per minute. The graph below represents the relationship between the number of minutes and the elevation. 11 ) What is the slope of the line? slope ==

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Q. Madison started hiking at an elevation of 44 meters above sea level. She hiked up at a rate of 33 meters per minute. The graph below represents the relationship between the number of minutes and the elevation. 11 ) What is the slope of the line? slope ==
  1. Identify Initial Elevation: Identify the initial elevation and the rate of elevation change per minute. Madison starts at 44 meters above sea level and hikes up at a rate of 33 meters per minute.
  2. Understand Slope Concept: Understand the concept of slope in the context of the problem. The slope of a line in a graph representing elevation over time is the rate of elevation change per unit of time. Here, it's meters per minute.
  3. Calculate Slope: Calculate the slope using the rate of elevation change. Since the slope is the change in elevation per minute, and Madison hikes up 33 meters every minute, the slope is 33.

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