The masses and volumes of eight bodies of the same material are measured. To do this, a balance that appreciates up to the tenth of a gram (o.1 g) and a graduated cylinder that appreciates up to two tenths of a cubic centimeter (0.2 cm^3) were used. The results are (see image) Calculate the density of the material using the method of least squares, and the value of the correlation coefficient. (Remember: plot of volume (abscissa) versus mass (ordinate), remembering that m=ρV.)
The masses and volumes of eight bodies of the same material are measured. To do this, a balance that appreciates up to the tenth of a gram (o.1 g) and a graduated cylinder that appreciates up to two tenths of a cubic centimeter (0.2 cm^3) were used. The results are (see image) Calculate the density of the material using the method of least squares, and the value of the correlation coefficient. (Remember: plot of volume (abscissa) versus mass (ordinate), remembering that m=ρV.)
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Good morning, could you help me with this exercise of creating linear graphs ?
Beforehand thank you very much.
The masses and volumes of eight bodies of the same material are measured. To do this, a balance that appreciates up to the tenth of a gram (o.1 g) and a graduated cylinder that appreciates up to two tenths of a cubic centimeter (0.2 cm^3) were used. The results are (see image)
Calculate the density of the material using the method of least squares, and the value of the
(Remember: plot of volume (abscissa) versus mass (ordinate), remembering that m=ρV.)
Transcribed Image Text:m (g)
5.9
V(cm³) 2.2
10.4
3.8
14.0
5.2
22.6
8.4
27.4
10.2
34.2
12.6
39.7
14.8
44.0
16.4
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