Mitosis, Meiosis, And Patterns Of Inheritance Worksheet Page 6

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Part 1 - Discussion Questions
1. How many heads did you predict to occur out of 10 tosses of the single coin (within one ʻtrialʼ?)? _______
(Hypothesis A)
2. How many heads did you predict to occur out of 100 tosses? _________
(Hypothesis B)
3. Did you ever obtain the expected results in any series of 10 tosses? ________ If yes, for how many trials?
4. Are the expected results (hypothesis) and observed results (data in table) for 100 tosses the same? Can
they be the same? Explain
____________________________________________________________________________________
5. How does increasing the number of tosses affect the amount of difference from the expected value?
(How does increasing the number of trials affect obtaining the expected results?)
_____________________________________________________________________________________
Part 2 - Hypothesis:
If you flip two coins 60 times, then youʼd expect both coins to land on heads _____ times, both to land on
tails _______ times and one to land on heads and the other coin to land on tails ______ times.
Part 2 - Procedure
Trial
H 1 H 2
H 1 T
H 2 T
T 1 T
1
Coin #1 =
2
3
4
5
6
Totals
1. Repeat the procedure in Part 1, using two coins of different value(preferably different colors, too). Record
the results in Table 2, indicating “H
H
” if both coin landed heads, “H
T
” if the coin #1 landed heads and coin
1
2
1
2
#2 landed tails, and so on, as shown in the Table above.
2. You should perform trials 1-3 and your partner should perform trials 4-6. Make sure you are using the
same values of coins. Remember: each trial =10 tosses.
Part 2 - Discussion Questions
1. In what fraction of the total number of tosses did heads for both coins appear? _______________
Tails for both coins? ____________ Heads for one coin, and tails for the other? ______________
2. Compare your results to your hypothesis. Why or why not were the actual and expected values the same?
6

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