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# 3. In your answer to Question 2, you should have found that alinear trendline fits the data well. Compare the slope ofthe graph from the trendline equation with the...

## Question

###### 3. In your answer to Question 2, you should have found that alinear trendline fits the data well. Compare the slope ofthe graph from the trendline equation with the appropriateslope from Newtonâ€™s Second Law. Remember, you areplotting F versus a. Hint: Write Newtonâ€™sSecond Law in the form y =mx where ð‘¦ represents F and ð‘¥represents a and m represents the slope.Extract the slope from the equation and plug in the values you usedin your simulation. Show all your work in thespace provided

3. In your answer to Question 2, you should have found that a linear trendline fits the data well. Compare the slope of the graph from the trendline equation with the appropriate slope from Newtonâ€™s Second Law. Remember, you are plotting F versus a. Hint: Write Newtonâ€™s Second Law in the form y = mx where ð‘¦ represents F and ð‘¥ represents a and m represents the slope. Extract the slope from the equation and plug in the values you used in your simulation. Show all your work in the space provided below. You may either type your calculation into this space or insert a picture of a calculation you did on paper here. Do not forget to convert all values into SI units! (3 points) For Reference: Trendline Equation is: y = 25x +0.5 (the regression value is r^2=1) Data from the Table is: F (N) a (m/s2) 5.5 0.2 15.5 0.6 25.5 1.0 35.5 1.4 45.5 1.8 4. State what your slope represents. (3 points)

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