Turn your slope into a for every statement. For example, for liquid 1 the statement would be "The mass goes up 1.369 g for every 1 mL of volume."

How much the mass goes up for every 1 mL of volume is defined as the density.

Which liquid did you have? How do you know?

What is the mass of your graduated cylinder?

Turn your intercept into a statement. For example, for liquid 1 the intercept statement would be "The mass is 81.31 g when the volume is 0."
Does your intercept make sense? How do you know?
Hint:It may help to rewind the video to the point where your volume was 0.

10.
Does the density of a liquid depend on its volume? Write your answer as a CER.
Hint:
Claim: Your answer to the question
Evidence: Describe features of your graph or data table that support your answer
Reasoning: Explain how the evidence you picked supports your answer

Transcribed Image Text:

Display Curve Fit Uncertainties mass (g) Curve: m = Av + B A: 7.916 ± 0.01573 B: 807.7 ± 0.8895 g RMSE 1.505 g Display Curve Fit Uncertainties mass (g) Curve: m = Av + B A: 7.916 ± 0.01573 B: 807.7 ± 0.8895 g RMSE 1.505 g

Answer rating: 100% (QA)

We have the linear equation m AvB A 7916 001573 gmL B 8077 08895 g RMSE 1505 g 1 Turn your slope into a statement In the above equation the term A is ... View the full answer