ACTIVITY ONE
L: Density Blocks
Purpose:
• To practice measuring with the metric
ruler, the triple beam balance and the graduated cylinder.
• To determine the density for each
object measured
• To practice calculating density
with known variables
Hypothesis: _______________________________________________________
Procedure
1. Obtain
8 density blocks. Identify the substance in the block.
2. Measure
the mass of each of the blocks separately using the triple beam balance.
3. Record
the mass of the block in the appropriate space in the data table.
4. Measure
the volume of the block using the formula: Length times Width times
Height. (L X W X H)
5. Use the space
below to show your measurements and then record the volume in the appropriate
space in the data table.
6. For water,
use the graduated cylinder and measure out 10 mL. Remember to read
at the meniscus.
7. Determine
the density for the blocks and water, using the formula for density: density
equals mass divided by volume. (D=m/v)
Data Table 1: Measurement and density of various substances
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1. Compare the volume of each block. What pattern do you notice?
2. Is this the same pattern evidence for the density you calculated?
3. What is
causing the densities to be different?
Percentage error calculations
ACTIVITY TWO
1.
obtain 4 blocks of the same type of substance.
2. Measure
the mass of one block, then two blocks together and then three blocks together
and then all four blocks together on the triple beam balance. You must
measure, not assume anything.
3. Record
the masses.
Mass of the substance ________________________
name of substance
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Two Blocks
Three Blocks
Four Blocks
Volume of the substance ________________________
name of substance
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Create a data table that would include both the mass (g) and volume (cm3)
Density of Substance ______________________
name of substance
create your data table
here in this space.
8. Using graph paper, create a graph that will show mass (g) on the Y axis and volume (cm3) on the X axis.
9. Title your
graph Density of _________________________________
name of substance
Interpreting Data
1. As volume increases, mass _____________________________
2. As volume decreases, mass _____________________________
3. What is the formula for calculating density?
4. What is
the slope of your line? Show your calculations.
5. What does
the slope of the line on your graph represent?
6. Compare
the slope of your line to the density for the substance you measured.
Are these two numbers similar or not?
7. As mass and volume increases, density _______________________
8. As mass and volume decrease, density _______________________