Question

evidence:

	mass of liquid (g)	volume (ml)	density (g/ml³)	substance
liquid b	type answer	10 ml	type answer	type answer
liquid c	type answer	10 ml	type answer	type answer

reasoning: density is a __ of matter. it is calculated using a known and . mass is the amount of in something. is the amount of that a substance __.

Explanation:

1. Density is a property of matter (it describes a characteristic of matter).
2. Density is calculated using the formula \( \text{Density} = \frac{\text{Mass}}{\text{Volume}} \), so it requires known mass and volume.
3. Mass is the amount of matter in something (not "space"—that was likely a typo; mass measures the quantity of matter).
4. Volume is the amount of space that a substance occupies.

Filling the Reasoning Blanks:

• Density is a \(\boldsymbol{\text{property}}\) of matter. It is calculated using a known \(\boldsymbol{\text{mass}}\) and \(\boldsymbol{\text{volume}}\). Mass is the amount of \(\boldsymbol{\text{matter}}\) in something. \(\boldsymbol{\text{Volume}}\) is the amount of \(\boldsymbol{\text{space}}\) that a substance \(\boldsymbol{\text{occupies}}\).

(Note: For the "Evidence" table, specific values for mass, density, and substance would require experimental data or context. If we assume typical liquids:

• Example: Liquid A (Water) → Mass = 10 g, Density = \( \frac{10\ \text{g}}{10\ \text{mL}} = 1\ \text{g/mL} \), Substance = Water.
• Liquid B (Ethanol) → Mass = ~7.89 g, Density = \( \frac{7.89\ \text{g}}{10\ \text{mL}} \approx 0.789\ \text{g/mL} \), Substance = Ethanol.
• Liquid C (Honey) → Mass = ~14 g, Density = \( \frac{14\ \text{g}}{10\ \text{mL}} = 1.4\ \text{g/mL} \), Substance = Honey.

But these are examples; actual values depend on the liquids used.)

Answer:

1. Density is a property of matter (it describes a characteristic of matter).
2. Density is calculated using the formula \( \text{Density} = \frac{\text{Mass}}{\text{Volume}} \), so it requires known mass and volume.
3. Mass is the amount of matter in something (not "space"—that was likely a typo; mass measures the quantity of matter).
4. Volume is the amount of space that a substance occupies.

Filling the Reasoning Blanks:

• Density is a \(\boldsymbol{\text{property}}\) of matter. It is calculated using a known \(\boldsymbol{\text{mass}}\) and \(\boldsymbol{\text{volume}}\). Mass is the amount of \(\boldsymbol{\text{matter}}\) in something. \(\boldsymbol{\text{Volume}}\) is the amount of \(\boldsymbol{\text{space}}\) that a substance \(\boldsymbol{\text{occupies}}\).

(Note: For the "Evidence" table, specific values for mass, density, and substance would require experimental data or context. If we assume typical liquids:

• Example: Liquid A (Water) → Mass = 10 g, Density = \( \frac{10\ \text{g}}{10\ \text{mL}} = 1\ \text{g/mL} \), Substance = Water.
• Liquid B (Ethanol) → Mass = ~7.89 g, Density = \( \frac{7.89\ \text{g}}{10\ \text{mL}} \approx 0.789\ \text{g/mL} \), Substance = Ethanol.
• Liquid C (Honey) → Mass = ~14 g, Density = \( \frac{14\ \text{g}}{10\ \text{mL}} = 1.4\ \text{g/mL} \), Substance = Honey.

But these are examples; actual values depend on the liquids used.)