Big Ideas Math Integrated I, 2016
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Big Ideas Math Integrated I, 2016 View details
5. Analyzing Lines of Fit
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Exercise 3 Page 191

Once we have our line of best fit, we can substitute 19 for x to find the temperature estimation.

87.2^(∘)F

Practice makes perfect

Let's begin by creating our scatter plot.

Now we can use a graphing calculator or computer to conduct a linear regression analysis. We get the following results.

This allows us to write an equation for the line of best fit. y=3.27463x+24.9836 We can include this on our graph.

To estimate the temperature when the average number of chirps is 19 per second, we can substitute x=19 into our equation.

y=3.27463x+24.9836
y=3.27463* 19+24.9836
y=87.20157
y=87.2

This means that the temperature should be around 87.2^(∘)F when there are 19 chirps per second.