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In this lesson, we will learn how to interpret the slope of a straight line as the rate of change of two quantities.
Q1:
Which of the following functions has a lower rate of change?
(a)
(b) A function with an output that is equal to the input divided by 3 and added to 5.
Q2:
Find the slopes of β ο© ο© ο© ο© β π΄ π΅ , β ο© ο© ο© ο© β π΅ πΆ , and β ο© ο© ο© ο© β πΆ π· .
Q3:
Which of the following best describes the slope of the line on the diagram?
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