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Interpreting Slope and Rate of Change in Context Independent Practice Worksheet Form

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let's interpret slope as a rate of change now what is slope well slope is a constant rate of change and i generally say over time because things happen and they happen over and over and over but it's always constant so we either add 5 add 5 add 5 add 5 or maybe we subtract 12 subtract 12 subtract 12. it doesn't matter what it is adding or subtracting constantly same value each time now we often call slope value of m for some reason and i like to say it's the change in y values sometimes sometimes people call this the output over the change in x values or the input so if you think about ordered pairs ordered pairs are x and y so if i would have let's just call this x 1 y 1 and then i have an ordered pair we'll call it x2 y2 we would want to find the change in the y values in the numerator and then the change in the x values in the denominator and this would allow this would allow us our slope so we often will say y2 minus y1 over x2 minus x1 right change in y over change in x change imp

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