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Density: A Characteristic Property
1.
In Experiment 1
, you took measurements for three volumes of water.
Use the data you collected during the experiment to record the
quantities in the table below. Remember to pay attention to significant
figures and record all masses and volumes with all the decimals
provided by the lab.
2.
In Experiment 1
, you took measurements for three volumes of
ethanol. Use the data you collected during the experiment to record the
quantities in the table below. Remember to pay attention to significant
figures and record all masses and volumes with all the decimals
provided by the lab.
3.
In Experiment 1
, you took measurements for three volumes of water.
Use the data you collected during the experiment to calculate the
quantities in the table below. In this experiment, the volume is your
least precise measurement, containing fewer significant figures than
the mass. Therefore, the density can only be as precise as the volume.
Mass of graduated cylinder (g)
32.0g
32.0g
32.0g
Volume of water (mL)
10.0ml
20.0ml
30.0ml
Mass of graduated cylinder plus water (g)
42.0g
52.0g
62.0g
Mass of graduated cylinder (g)
32g
32g
32g
Volume of ethanol (mL)
10ml
20ml
30ml
Mass of graduated cylinder plus ethanol (g)
39.890
47.780
55.670
Total mass of water (g)
42g
52g
62g
Density of water (g/mL)
4.2
5.2
6.2
Average density of water (g/mL)
5.2
4.
In Experiment 1
, you took measurements for three volumes of
ethanol. Use the data you collected during the experiment to calculate
the quantities in the table below. Please note that in this experiment
the volume is your least precise measurement containing fewer
significant figures than the mass. Therefore, the density can only be as
precise as the volume.
5.
In Experiment 2, you took measurements for three volumes of an
unknown liquid. Use the data you collected during the experiment to
record the quantities in the table below. Remember to pay attention to
significant figures and record all masses and volumes with all the
decimals provided by the lab.
6.
In Experiment 2
, you took measurements for three volumes of
unknown liquid. Use the data you collected during the experiment to
Total mass of ethanol (g)
39.890g
47.780g
55.670g
Density of ethanol (g/mL)
3.989
4.778
5.567
Average density of ethanol
(g/mL)
4.778
Mass of graduated cylinder (g)
32g
32g
32g
Volume of unknown liquid (mL)
10ml
20ml
30ml
Mass of graduated cylinder plus unknown
liquid (g)
431.100g
87.200g
65.300
g
calculate the quantities in the table below. Please note that in this
experiment the volume is your least precise measurement containing
fewer significant figures than the mass. Therefore, the density can only
be as precise as the volume.
Total mass of unknown liquid (g)
431.100g
84.200g
65.300g
Density of unknown liquid (g/mL)
43.11
8.42
6.53
Average density of unknown liquid (g/mL)
19.35
Experiment 3
7.
What was the initial volume of water and the initial mass of the graduated cylinder
with water?
30 ML and 84.0 g
8.
For each of the iron measurements, use the data you collected during the
experiment to record the quantities in the table below. Remember to pay attention
to significant figures and record all masses and volumes with all the decimals
provided by the lab.
Total volume of water plus iron (mL)
30.64
31.27
31.91
32.54
33.18
Total mass of iron in the cylinder (g)
5.0
10.0
15.0
20.0
25.0
9.
For each of the aluminum measurements, use the data you collected
during the experiment to record the quantities in the table below.
Remember to pay attention to significant figures and record all masses
and volumes with all the decimals provided by the lab.
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Student 1
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part 1
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Boiling point: 80.9 °C
Using Table 1 in the lab manual, determine the identity of the student's unknown liquid.
Note: Make sure to read the information box above the table!
ethyl alcohol.
cyclohexane
isopropyl alcohol
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Gather all of your pennies dated before 1982. Then follow the steps to complete the table. Include units as necessary.
Record the number of pennies dated before 1982.
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average mass of a penny (g): 5.525
Part C
Now gather all of your pennies dated after 1982. Complete the table for the post-1982 pennies using the same steps from part B.
number of pennies: 9
combined mass of the pennies (g): 51.7
average mass of a penny (g): 5.744
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Adding or subtracting and multiplying or dividing measurements
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equals the mass of what's dissolved divided by the total volume of the solution.
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• The label on the graduated cylinder says:
empty weight: 4.200 g
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from the markings on the graduated cylinder. The total volume of the solution was 133.0 mL.
What concentration should the student write down in her lab notebook? Be sure your answer has the correct number of significant digits.
Ch
8 mL
Explanation
Check
O2021 McGraw-Hill Education All Rights Reserved…
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Adding or subtracting and multiplying or dividing measurements
A chemistry student must write down in her lab notebook the concentration of a solution of sodium hydroxide. The concentration of a solution equals the mass
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Here's how the student prepared the solution:
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g mL
Explanation
-1
Check
99+
0/5
VUDU
© 2023 McGraw Hill LLC. All Rights…
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For uniformity of answers, please be guided by the following examples:
If your answer is 5.627594, enter 5.628
If your answer is 3.129934, enter 3.130
If your answer is 8.38, enter 8.380
If your answer is 1.2, enter 1.200
If your answer is 25, enter 25.000
If your answer is less than the value of 1, always place a zero before the decimal point
(example: 0.5, enter 0.500)
2. In cases for answers in the exponential format, please be guided by the following examples and format:
Do not convert your answer to decimal format
If your answer from the calculator is 1.23454566 x 10E-4, enter 1.235x10^-4 (no spaces in between)
If your answer from the calculator is 7.379566 x 10E-5, enter 7.38x10^-5 (no spaces in between)
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1. All answers to be entered via short answer are in the numerical format and presented up to the 3rd decimal place. Add trailing zeros if necessary, to complete your answer. NO NEED TO INCLUDE THE UNIT.
For uniformity of answers, please be guided by the following examples:
If your answer is 5.627594, enter 5.628
If your answer is 3.129934, enter 3.130
If your answer is 8.38, enter 8.380
If your answer is 1.2, enter 1.200
If your answer is 25, enter 25.000
If your answer is less than the value of 1, always place a zero before the decimal point
(example: 0.5, enter 0.500)
2. In cases for answers in the exponential format, please be guided by the following examples and format:
Do not convert your answer to decimal format
If your answer from the calculator is 1.23454566 x 10E-4, enter 1.235x10^-4 (no spaces in between)
If your answer from the calculator is 7.379566 x 10E-5, enter 7.38x10^-5 (no spaces in between)
3. For the atomic weights, it should be rounded to the nearest whole…
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1. All answers to be entered via short answer are in the numerical format and presented up to the 3rd decimal place. Add trailing zeros if necessary, to complete your answer. NO NEED TO INCLUDE THE UNIT.
For uniformity of answers, please be guided by the following examples:
If your answer is 5.627594, enter 5.628
If your answer is 3.129934, enter 3.130
If your answer is 8.38, enter 8.380
If your answer is 1.2, enter 1.200
If your answer is 25, enter 25.000
If your answer is less than the value of 1, always place a zero before the decimal point
(example: 0.5, enter 0.500)
2. In cases for answers in the exponential format, please be guided by the following examples and format:
Do not convert your answer to decimal format
If your answer from the calculator is 1.23454566 x 10E-4, enter 1.235x10^-4 (no spaces in between)
If your answer from the calculator is 7.379566 x 10E-5, enter 7.38x10^-5 (no spaces in between)
3. For the atomic weights, it should be rounded to the nearest whole…
arrow_forward
1. All answers to be entered via short answer are in the numerical format and presented up to the 3rd decimal place. Add trailing zeros if necessary, to complete your answer. NO NEED TO INCLUDE THE UNIT.
For uniformity of answers, please be guided by the following examples:
If your answer is 5.627594, enter 5.628
If your answer is 3.129934, enter 3.130
If your answer is 8.38, enter 8.380
If your answer is 1.2, enter 1.200
If your answer is 25, enter 25.000
If your answer is less than the value of 1, always place a zero before the decimal point
(example: 0.5, enter 0.500)
2. In cases for answers in the exponential format, please be guided by the following examples and format:
Do not convert your answer to decimal format
If your answer from the calculator is 1.23454566 x 10E-4, enter 1.235x10^-4 (no spaces in between)
If your answer from the calculator is 7.379566 x 10E-5, enter 7.38x10^-5 (no spaces in between)
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