We measured several different types of candy to find out the difference in their mass, percent abundance, relative abundance, relative mass, and average mass. It gave us a hands on activity to learn about the calculations.
HYPOTHESIS
We predict that the sixlets being smaller will have the smallest atomic mass, relative percentage, relative abundance, and relative mass. The gobstoppers which are the biggest will have the larger numbers of the atomic mass and so on.
PURPOSE
- To use a Candium model to explain the concept of atomic mass.
- To analyze the isotopes of Candium and calculate its atomic mass.
- Gobstoppers
- Sixlets
- M & M's
- Skittles
- Triple-Beam Balance
PROCEDURE
- Obtain the candy
- Separate the candy into its 3 isotopes
- Determine the total mass of each isotope
- Count the numbers of each group of candy
- Record data and calculations in the data table
The data table has the following:
- Average mass of each isotope
- Percent abundance of each isotope
- Relative abundance of each isotope
- Relative mass of each isotope
- Average mass of all isotopes
DISCUSSION
- We had different type of candy, and figured out the measurements, percents, and abundance.
- Isotope: are nuclear configurations of atoms, with a specific number of neutrons and a specific elemental type.
- The percent abundance is the percent of what the candy is depending on its relative and average mass. The relative abundance is how many or the quantity of candy there is in each of the 3 groups.
- In rows 3 and 6 the average mass is way smaller than the relative mass by 2, 10, or even 14.
CONCLUSION
We have a better understanding of all the terms after the lab. Our hypothesis was wrong. The gobstoppers were the smallest. The sixlets were the biggest.
Pennium Lab
Introduction
In this lab we weighed pennies from pre 1982 and post 1982. We investigated the concept of atomic mass and how it was derived.
Hypothesis
We thought that the pre 1982 pennies would weigh more than the post 1982 pennies. This is because as time as progresses they have thought and have come up with more complex and better things.
Materials
- Triple Beam Balance
- Pre 1982 pennies
- Post 1982 pennies
- 1 nickel
- 1 dime
- 1 quarter
Procedures
- Obtain a packet of pennies
- Sort the pennies into two groups: pre 192 and 1892 and newer.
- Measure the mass (in grams) of each stack of pennies. Record the mass (in grams) of each penny stack in a data table. Count the number of pennies in each stack.
- Measure the mass in grams of a half dollar, quarter, nickel, and dime. Record these values in a data table.
We weighed the pre and post 1982 pennies on the triple beam balance. We had 12 pre 1982 weighing 36.90 grams and 1 post 1982 penny weighing 2.46 grams. Then we measured the quarter that weighed 5.59 grams. Then we measured the nickel. It weighed 5.02 grams. The dime weighed 2.15 grams.
We found the CMU of all these measurements with the nickel.
Conclusion
Our hypothesis was correct. The pre 1982 pennies weight more than the post 1982 pennies. They are made out of a heavier substance then the post 1982 pennies.