Video Tutorial: Ratios and Rates: Rates and Slopes of Lines. In this video we connect the concept of rate of change for a set of linear data to the concept of slope. We use the slope formula to find the rate of change. 

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Slope Formula, Example 1: Finding the slope of a line between two points under the following conditions: Both points in Quadrant 1, positive slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 2: Finding the slope of a line between two points under the following conditions: Both points in Quadrant 1, negative slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 3: Finding the slope of a line between two points under the following conditions: Both points in Quadrant 1, zero slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 4: Finding the slope of a line between two points under the following conditions: Both points in Quadrant 1, undefined slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 5: Finding the slope of a line between two points under the following conditions: A point in Q1 and a point in Q2, positive slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 6: Finding the slope of a line between two points under the following conditions: A point in Q1 and a point in Q2, negative slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 7: Finding the slope of a line between two points under the following conditions: A point in Q1 and a point in Q2, zero slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 8: Finding the slope of a line between two points under the following conditions: A point in Q1 and a point in Q3, negative slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 9: Finding the slope of a line between two points under the following conditions: A point in Q1 and a point in Q4, positive slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 10: Finding the slope of a line between two points under the following conditions: A point in Q1 and a point in Q4, negative slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 11: Finding the slope of a line between two points under the following conditions: A point in Q1 and a point in Q4, no slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 12: Finding the slope of a line between two points under the following conditions: A point in Q2 and a point in Q3, positive slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 13: Finding the slope of a line between two points under the following conditions: A point in Q2 and a point in Q3, negative slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 14: Finding the slope of a line between two points under the following conditions: A point in Q2 and a point in Q3, no slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 15: Finding the slope of a line between two points under the following conditions: A point in Q3 and a point in Q4, positive slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 16: Finding the slope of a line between two points under the following conditions: A point in Q3 and a point in Q4, negative slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 17: Finding the slope of a line between two points under the following conditions: A point in Q3 and a point in Q4, zero slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 18: Finding the slope of a line between two points under the following conditions: A point point on the x-axis and point on the y-axis, positive slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 19: Finding the slope of a line between two points under the following conditions: A point point on the x-axis and point on the y-axis, negative slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 20: Finding the slope of a line between two points under the following conditions: A point point on the x-axis and point on the y-axis, zero slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Slope Formula, Example 21: Finding the slope of a line between two points under the following conditions: A point point on the x-axis and point on the y-axis, no slope. Students learn how to use the slope formula equation to calculate the slope of the line connecting two points. Each slope formula example walks students through the steps of the solution.

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Find the slope of the line connecting two points in this 20-flash card set. The integers are in the range -20 to 20.

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Find the slope of the line connecting two points in this 20-flash card set. The integers are in the range -20 to 20.

Note: The download is the teacher's guide for using Media4Math's Quizlet Flash Cards.

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Find the slope of the line connecting two points in this 20-flash card set. The integers are in the range -20 to 20.

Note: The download is the teacher's guide for using Media4Math's Quizlet Flash Cards.

Related Resources

To see the complete collection of Quizlet Flash Cards on this topic, click on this link: https://bit.ly/36XwrY6