In this lab you will investigate the concept of atomic mass and how it was derived. You will develop your own unit of measure, the CMU, and use it to measure the relative masses of other coins. At the conclusion of this lab you will be able o explain how scientists developed the system for AMU's (atomic mass units) and how it is applied to determine the relative masses of other atoms of other elements.
Background Information: Early chemists knew that atoms were very small but had no way of actually finding their mass. They realized, however, that it was possible to express the relative mass of any two atoms. The logic was as follows: suppose we know that one atom of hydrogen combines with one atom of oxygen in a chemical reaction. It is easy enough to find the actual masses of hydrogen and oxygen that combine in such a reaction. Research shows that 8 grams of oxygen combine with 1 gram of hydrogen. It follows, then, that each atom of oxygen has a mass eight times that of a hydrogen atom.
This reasoning led to the first table of atomic masses, published by John Dalton (1766–1844) in 1808. Dalton chose hydrogen to be the standard for his table of atomic masses and gave the hydrogen atom a mass of 1. Of course, he could have chosen any other element and any other value for its atomic mass. But hydrogen was the lightest of the elements and 1 is the easiest number for making comparisons.
HYPOTHESIS:
We thought that out of the two ages of pennies the pre would weigh more.
We thought the skittles would weigh more
MATERIALS:
tripple beam balance,
Pre-1982 pennies, Post 1982 pennies
PROCEDURES: (part I)
1) Obtain a packet of pennies.
2)Sort the pennies into two groups: pre 1982 and 1982 and newer
3)Measure the mass (in grams) of each stack of pennies. Record the mass (in grams) of each pennystack in a data table.
4)measure the mass in grams of a half dollar , quarter, nickel, and dime. Record these values in a data table.
Coin | Penny Post 1982 | Penny Pre 1982 | Quarter | Dime | Nickel |
Mass | 20.29g | 28.3g | 5.42g | 2.13g | 4.97g |
Average Mass | 2.54g | 3.14g | |||
% | 47% | 53% |
Questions (part 1 )
1) Does each penny have the same mass?No
2)Can you identify two "penny isotopes" based on masses of the pennies? No because you can't break it down, and each penny has a different mass.
3)What does your data tell you about the relationship between mass of a penny and date of a penny. Make a generalization. The pre 1982 pennies were heavier than post 1982 pennies so we thought that they must have been made out of more copper, or pure copper.
Part II
1)Determine the average mass of pre-1982 pennies. (record average)
2)Determine the average mass of post-1982 pennies.(record average)
3)Determine the percentage of your pennies that is pre-1982 and the percentage that is post 1982. These percents should add up to 100%. What you have calculated is the percent abundance of each group of pennies (penny isotope).
4)Choose one of the coins to make a CMU.
5)Determine the average mass of Pennium in CMU's using the percent abundance of each pennium isotope (pre-82 and post-82) and the mass of each pennium isotope in CMU's
Nicentium | |
Penny Post 1982 | .245g |
Penny Pre 1982 | .176g |
Quarter | .917g |
Dime | 2.33g |
QUESTIONS AND CONCLUSIONS:
1) Make a statement about the average penny mass of pre-82 pennies in the packet. The pre 1982 pennies had a higher average mass than the post 1982 pennies.
2) Explain how you dreived the unit "CMU". Nicentium
3)Using the idea in #2 how did scients obtain the AMU to measure the mass of atoms of different elements? See background information.
4) Because these pennies represented atoms, our process in finding the average atomic mass of the pennnies was very close to that of the process scientists use to find the Atomic Mass' of elements.
Conclustion: our hypothesis was correct. The Post pennies did have a greater mass than those of the pre pennies. However we were surprised at the difference in all of the coins.
Candy Lab
INTRODUCTION:
Purpose: to use a Candium model to explain the concept of atomic mass.
to analyze the isotopes of Candium and calculate its atomic mass.
Materials:
- skittles
- Gob stoppers
- M&Ms
- Sixlets
- Triple beam balance scale
Background Information:
skittle- is a brand of fruit-flavoured sweets, currently produced and marketed by the Wm. Wrigley Jr. Company, a division of Mars, Inc.. They have hard sugar shells which carry the letter S. The inside is mainly sugar and hydrogenated vegetable oil along with fruit juice, citric acid and natural and artificial flavours.
Gobstoppers- known as jawbreakers in Canada and the United States, are a type of hard confectionery. They are usually round, usually range from about 1 cm across to 3 cm across (though much bigger gobstoppers can sometimes be found in Canadian/US candy stores, up to 8 cm in diameter)
M&M-The candy shells, each of which has the letter "m" printed in lower case on one side, surround a variety of fillings,
Sixlets- are small, round candy-coated chocolate-flavored candy made by Oak Leaf Confections, a SweetWorks Company in Toronto, Canada. The chocolate centers are made from a mixture of cocoa and carob, giving them an allegedly "malted" taste.
Hypothesis: We predicted that the gob stoppers would have the greatest mass.
Procedure:
1) Separate the sample of Candium into its 3 isotopes (the 4 different types of candy)
2)Determine the total mass of each isotope.
3) Count the numbers of each isotope.
4) Record the data and caluclations in the data table...
Isotopes | Skittles | Gob Stoppers | M&Ms | Sickuts |
% Abundance | 12 30% | 10 24% | 9 22% | 10 24% |
Total Mass | 13.37g | 16.51g | 7.65g | 8.21g |
Average Mass | 1.11g | 1.65g | .85g | .82g |
Relative Abundance | 111.49% | 165% | 85% | 82.1% |
Average Mass of All | 1.12g | |||
SUMMARY: We found out the mass of the total amount of each type of candy and recorded it. Once we had the total mass we could calculate the relative abundance, percent abundance, and the average mass of all.
Isotope: one of two or more atoms with the same atomic number but with different numbers of neutrons.
Improvement: we need to work on understanding the information better. I think that because we had to do two labs we fealt rushed and only recieved a mediocre amount of knowledge from each.
-Comment on how the activity is a model for calculating atomic mass of real elements. Because these candies represented atoms, our process in finding the average atomic mass of the candies was very close to that of the process scientists use to find the Atomic Mass' of elements.
CONCLUSION: Our hypothesis was correct, the Gob stoppers did have the highest total mass, average mass and percent abundance.
QUARTER!
Isotope: one of two or more atoms with the same atomic number but with different numbers of neutrons.
Improvement: we need to work on understanding the information better. I think that because we had to do two labs we fealt rushed and only recieved a mediocre amount of knowledge from each.
-Comment on how the activity is a model for calculating atomic mass of real elements. Because these candies represented atoms, our process in finding the average atomic mass of the candies was very close to that of the process scientists use to find the Atomic Mass' of elements.
CONCLUSION: Our hypothesis was correct, the Gob stoppers did have the highest total mass, average mass and percent abundance.
QUARTER!
They Gobstobbers would not stay on the dang scale!
Stupid money is stuck!
Ba hahaha! "MnM"!
Everything! Hey... is that my pencil?
Dude! Our stacking skills are legit!
Post- Pennies
O Dear, we've made a mess haven't we?!
Pre-Pennies
Six-letts!

















