Slope of a Line Answers

The change in fuel remaining from one row to the next in the table is gallon(s).

Find the slope of the line that passes through the points (2, –5) and (7, 1). | Steps: Step 1: Choose (x1, y1). | Step 1: | Step 2: Identify (x2, y2). | Step 2: | Step 3: Apply the slope formula m=m= 1−(−5)7−2\frac{1 - (-5)}{7 - 2}. | Step 3: | The graph shows the rise and run of the line. | [=]

The change in distance from one row to the next in the table is mile(s).

Find the slope of the line that passes through the points (2, –5) and (7, 1). | Steps: Step 1: Choose (x1, y1). | Step 1: | Step 2: Identify (x2, y2). | Step 2: | Step 3: Apply the slope formula m=m= 1−(−5)7−2\frac{1 - (-5)}{7 - 2}. | Step 3: | The graph shows the rise and run of the line. | [=]

The slope of the line that runs through the points given in the table is .

Find the slope of the line that passes through the points (2, –5) and (7, 1). | Steps: Step 1: Choose (x1, y1). | Step 1: | Step 2: Identify (x2, y2). | Step 2: | Step 3: Apply the slope formula m=m= 1−(−5)7−2\frac{1 - (-5)}{7 - 2}. | Step 3: | The graph shows the rise and run of the line. | [=]

The slope indicates a .

Find the slope of the line that passes through the points (2, –5) and (7, 1). | Steps: Step 1: Choose (x1, y1). | Step 1: | Step 2: Identify (x2, y2). | Step 2: | Step 3: Apply the slope formula m=m= 1−(−5)7−2\frac{1 - (-5)}{7 - 2}. | Step 3: | The graph shows the rise and run of the line. | [=]

Find the slope of the line that passes through the points (2, –5) and (7, 1). | Steps: Step 1: Choose (x1, y1). | Step 1: | Step 2: Identify (x2, y2). | Step 2: | Step 3: Apply the slope formula m=m= 1−(−5)7−2\frac{1 - (-5)}{7 - 2}. | Step 3: | The graph shows the rise and run of the line. | [=]