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3. Suppose you have a very large sample of pennies (ie. 35,000). Will all of them ever decay? 4. Look at the following example problem. Suppose a similar experiment was conducted with M&Ms (representing an element called M&Mium). In this experiment, mass was used instead of counting the number of M&Ms. Suppose 200 grams of M&Mium were originally present. If the half-life of M&Mium is 10 seconds, how much M&Mium was left after 50 seconds? 5. How much M&Mium is present from a 500-gram sample after 100 seconds have elapsed? The half-life of M&Mium is 10 seconds.

          3. Suppose you have a very large sample of pennies (ie. 35,000). Will all of them ever
decay?
4. Look at the following example problem. Suppose a similar experiment was conducted
with M&Ms (representing an element called M&Mium). In this experiment, mass was
used instead of counting the number of M&Ms.
Suppose 200 grams of M&Mium were originally present. If the half-life of
M&Mium is 10 seconds, how much M&Mium was left after 50 seconds?
5. How much M&Mium is present from a 500-gram sample after 100 seconds have
elapsed? The half-life of M&Mium is 10 seconds.

3. Suppose you have a very large sample of pennies (ie. 35,000). Will all of them ever
decay?
4. Look at the following example problem. Suppose a similar experiment was conducted
with M Ms (representing an element called M Mium). In this experiment, mass was
used instead of counting the number of M Ms.
Suppose 200 grams of M Mium were originally present. If the half-life of
M Mium is 10 seconds, how much M Mium was left after 50 seconds?
5. How much M Mium is present from a 500-gram sample after 100 seconds have
elapsed? The half-life of M Mium is 10 seconds.

Added by Edward S.

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