Categorizing Matter
Density
Specific Heat
Calorimetry
Physical Vs Chemical Changes
100
Is cereal a homogeneous mixture, heterogeneous mixture, element, or compound?

heterogeneous mixture

100

What is the density if the volume is 21.7 mL and the mass is 18.6 g?

0.857 g/mL

100

What is the specific heat of a substance that raised 30 degrees Celsius when 6780 J of heat energy was added to 25 grams of it?

9.04 J/gC

100

Why do we need to use a Styrofoam cup when we are doing calorimetry experiments?

We need to make sure that all the heat energy stays in our experiment and the Styrofoam is a good insulator

100

Would crushing my energy drink cans before I throw them away be a physical change or chemical change.

Physical

200

Is oxygen a homogeneous mixture, heterogeneous mixture, element, or compound?

element

200

What’s the mass if the volume is 65.4 mL and density is 132 g/mL?

8630 g

200

If a substance has a specific heat of 0.34 J/gC, how much heat would be needed to raise 35g of it 27 degrees Celsius?

321.3 J

200

What do we use calorimetry for?

It is a way to find the specific heat of an unknown substance.

200

Would toasting my croissant before I eat it be a physical change or a chemical change?

Chemical

300

Is table salt a homogeneous mixture, heterogeneous mixture, element, or compound?

Compound (NaCl)

300

You have a graph of a mystery substance’s density.  The equation of the line on that graph is:

y= 4.93X + 32

What would be the volume if you have 42 grams of the substance?

8.5 mL

300

What would be the final temperature if a 50.0 gram block of copper at 22.7 degrees celsius was heated with 2.56 kJ of energy? (Specific heat of copper is 0.385 J/gC)

155.7 degrees Celsius

300

Describe the flow of heat energy when you place your heated metal into the room temperature water.

Heat energy flows out of the hot metal and into the water causing the water to heat up.
300

Which of the indicators of a chemical change were present in the "Change in a bag" lab?

Color change

Gas forms

Temperature change


400

Is muddy water a homogeneous mixture, heterogeneous mixture, element, or compound?

heterogeneous mixture

400

What is the density of the substance in the graph:

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

2 g/mL

400

Substance X has a specific heat of 0.91 J/gC.  Substance Y has a specific heat of 1.4 J/gC. Substance Z has a specific heat of 0.59 J/gC.

List the substances in order from easiest to heat up to hardest to heat up?

Lower specific heats mean that it takes less energy to heat something up.  Z has the lowest specific heat so it would be the easiest to heat.

Z, X, Y

400

A piece of metal weighing 32.00 grams was heated to 80.00 degrees Celsius.  Then the metal was placed in 100.0 mL of water at 22.70 degrees Celsius.  When the mixture is allowed to each temperature equilibrium, the final temperature was 29.60.  Assuming no heat was lost in the experiment, what was the specific heat of the unknown metal? (specific heat of liquid water is 4.184 J/gC)

32 x C x (29.6-80.00) = 100 x 4.184 x (29.6 - 22.7)

1613 x C = 2890

C = 1.79 J/gC

400

What is the difference between a chemical change and a physical change?

Chemical changes result in something chemically different than what you started with.  Physical changes maintain the chemical composition of the substance.

500

Is air a homogeneous mixture, heterogeneous mixture, element, or compound?

homogeneous mixture

500

You have a graduated cylinder with 100 mL of water in it.  The cylinder can only hold 200 mL of water at maximum.  You also have some copper that you need to submerge in the water.  If copper has a density of 8.96 g/mL, what is the maximum amount of copper you could add to the cylinder before you start to spill water?

100 mL of space is left

How many grams of copper is 100 mL?

D=m/v

8.96 = m/100 mL

m = 896 grams

500

You are curious about the specific heats of copper and steel so you decided to leave a penny next to your seat belt buckle while you are at school.  After the car sitting in the sun all day, you come back and take the temperatures of both the penny and the buckle.  What you find is that the penny is 34 degrees Celsius after sitting in the car all day while the buckle is 42 degrees Celsius.  Which of the two metals has a higher specific heat?

Copper.  Given the same amount of heat energy, the copper rose fewer degrees than the steel which indicates that it has a high specific heat and requires more energy to raise its temperature.

500

In the following experiment, a “coffee-cup” calorimeter was used and data was recorded below. Determine the specific heat of the metal.

Mass of empty cup - 3.54 g

Mass of empty cup + water - 175.8 g

Mass of empty cup + water + metal - 375.8 g

Initial temperature of water - 17.0 C

Initial temperature of metal - 70.0 C

Final temperature of system - 32.0 C

1.42 J/gC

500

Would sublimation of carbon dioxide as dry ice be a physical change or a chemical change?

Physical.  Sublimation is a state change from a solid to a gas.  All state changes are physical changes.