Suppose that you plot the mass (y-axis, in g) versus volume (x-axis, in cm3) of 4 different geometrical objects on a graph paper. When you plot, you see that 3 of the objects seem to line up. Then, for the best fit line to these 3 objects, assume that you get the following slope points: Slope point 1 : (1;1.4) Slope point 2 : (11;28.7) Using these slope points, calculate the density of these 3 objects in units of g/cm .Give Your answer with 3 significant figures.
Suppose that you plot the mass (y-axis, in g) versus volume (x-axis, in cm3) of 4 different geometrical objects on a graph paper. When you plot, you see that 3 of the objects seem to line up. Then, for the best fit line to these 3 objects, assume that you get the following slope points: Slope point 1 : (1;1.4) Slope point 2 : (11;28.7) Using these slope points, calculate the density of these 3 objects in units of g/cm .Give Your answer with 3 significant figures.
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10 mınutes please... Suppose that you plot the mass (y-axis, in g) versus volume (x-axis, in cm3) of 4 different geometrical objects on a graph paper. When you plot, you see that 3 of the objects seem to line up. Then, for the best fit line to these 3 objects, assume that you get the following slope points:
Slope point 1 : (1;1.4)
Slope point 2 : (11;28.7)
Using these slope points, calculate the density of these 3 objects in units of g/cm .Give Your answer with 3 significant figures.
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