Question

section 3 - compare click the tab on the right and select \same volume\. fill in the table below. table 3: density of boxes with equal volume color of box mass (kg) volume (l) density float or sink red green blue yellow what is the volume of all the boxes? look at the table above and see if you can see a pattern between density and mass. what is the pattern? for substances of equal volume, the substance with the highest density has a mass that is what? smaller or bigger

Explanation:

Step1: Recall density formula

The density formula is $
ho=\frac{m}{V}$, where $
ho$ is density, $m$ is mass and $V$ is volume. When $V$ is constant, $
ho$ is directly - proportional to $m$.

Step2: Analyze the relationship between density and mass

Since $
ho=\frac{m}{V}$ and $V$ is the same for all boxes, if we increase $m$, $
ho$ will increase and vice - versa. So, for substances of equal volume, the higher the mass, the higher the density.

Step3: Answer the questions

1. The problem doesn't give the volume value, but since it says "same volume" for all boxes, we assume there is a known constant volume value for each box. Without further information, we can't give a numerical value for the volume.
2. The pattern between density and mass for substances of equal volume is a direct proportionality. As mass increases, density increases and as mass decreases, density decreases.
3. For substances of equal volume, the substance with the highest density has a bigger mass.

Answer:

1. Volume value is not given in the problem.
2. Direct proportionality between density and mass when volume is constant.
3. Bigger