Color blind Genetics
Student Activity
Name____________________________________
Class_____________________________________
1.1. Open the TI-Nspire document: Color Blind Genetics.tns
1.2. Color Blindness. In 1798, English Chemist John Dalton wrote
the first description of color blindness after discovering that he
himself was color blind. Color blindness is not a condition where
a person is actually "blind" to a color, but is the decreased ability
to perceive color differences.
1.3. Color Blindness Test. You will conduct an investigation to
determine how many people you come in contact with daily
might be color blind.
Directions:
1. The handheld document pages contain a series of images which have a number contained within them.
2. Ask others if they are willing to help with your investigation. Using the slider, record the sex of the
participant on Nspire document page 1.4.
3. Have the participant tell you the number they see on pages 1.5-1.8 in the TI-Nspire document. Record
responses using the sliders.
4. Verify their answers on page. 1.9. Be sure to click /^ (or /^ on a clickpad) to capture the data only
after a participant has completed the entire test. The responses will be stored to a spreadsheet on page
1.10.
5. Type reset() at the bottom of page 1.9. This will reset the test for the next participant. Remember to
capture your data prior to resetting the test.
6. Repeat these steps with other participants.
Note: although this investigation uses color plates from a true color blindness test, it should not be
considered authoritative for diagnosis.
1.11. Analyzing your Data. Nspire document page 1.12 contains a graph of your data, broken down by sex
and results. For our purposes, a participant was counted as color "deficient" if they missed one or more.
1.13. According to the Howard Hughes Medical Institute, 7%-10% of all U.S. males exhibit color blindness,
while 0.4% of all females exhibit color blindness. Were your results similar? Explain.
1.14. Why do you think that more men could be color blind than women? Is there a biological reason for
why this might be the case?
From: This Session Contains MSG: Math, Science, and Genetics by Shawn Schlueter.
Color Blind Genetics.tns: Page 1
Color blind Genetics
Student Activity
2.1
Color Blindness. Color blindness can be inherited. It is most commonly inherited from mutations on
the X chromosome. This results in the expression of the mutation more often in males than females. In fact,
according to studies, about 7-10% of males, but 0.4% of females, express color blindness.
2.2
Explanation. One normal copy of a gene on the X chromosome is generally sufficient for normal
function. Women who have the gene for color blindness on one of their two X chromosomes are protected by
the normal copy of the same gene on the second chromosome. Males carry only one X chromosome. They
lack the protection of multiple X chromosomes, since they have one X and one Y chromosome.
2.3
Directions. Use the sliders on page 2.5 to select a set of
genotypes to cross. A cross is a mating between two organisms.
As you change the sliders, look at the Punnett square and see
how different crosses result in different possible genotypes for
the offspring. Notice that one of the X chromosomes is marked
differently. The X’ symbolizes an X chromosome with the color
blind gene, as compared to just X, which is a normal X
chromosome.
2.4
Genotype vs. Phenotype. Remember that color blindness
is a sex-linked, recessive trait. This means it will only be expressed if there is no normal (dominant) X
chromosome present (see page 2.2). In the Punnett square this means that the following genotypes would
result in the following phenotypes:
Color blind male:
Normal male:
2.6.
X’Y
XY
Color blind female:
Normal female:
X’X’
XX
Carrier female:
X’X
(carries gene, not color blind)
Which of the following crosses will result in all offspring being color blind? Circle all that apply.
X’X x XY
X’X’ x XY
X’X x X’Y
X’X’ x X’Y
2.7
Which of the following crosses will result all offspring to express color blindness OR be a carrier of
the gene? Circle all that apply.
X’X x XY
X’X’ x XY
X’X x X’Y
X’X’ x X’Y
2.8. A woman who exhibits color blindness has children with a man who has normal vision. They have a
boy. What is the probability he will be color blind? _________.
2.9. A woman who exhibits color blindness has children with a man who has normal vision. They have a
girl. What is the probability she will be color blind? _________.
2.10 A woman who is a carrier for color blindness has children with a man who has normal vision. What is
the probability that out of their offspring they have a girl, and that girl is a carrier for color blindness?
_______ out of ________ (_______%).
From: This Session Contains MSG: Math, Science, and Genetics by Shawn Schlueter.
Color Blind Genetics.tns: Page 2
Color blind Genetics
Student Activity
3.1. Probabilities in Populations. Now that we have an understanding of the role that inheritance has on
color blindness, let’s look at the experimental probabilities of color blindness and compare that to theoretical
probability.
3.2.
Directions
1. Use the Punnett square tool on the page 3.3 to record the results of each possible cross using the
spreadsheet on page 3.4. or the table on the following page.
2. Each cross will result in the follow possibilities:





Color blind males,
Color blind females,
Normal (non-color blind) males
Normal (non-color blind) females
Females who are carriers
3. Complete these Punnett squares (You can use the Punnett square tool on the Nspire page 3.3 to
help you):
Cross 1: XX x XY
Cross 2: X'X x XY
Cross 3: X'X' x XY
Cross 4: XX x X'Y
Cross 5: X'X x X'Y
Cross 6: X'X' x X'Y
From: This Session Contains MSG: Math, Science, and Genetics by Shawn Schlueter.
Color Blind Genetics.tns: Page 3
Color blind Genetics
Student Activity
4. Record the number of each phenotype from the crosses in the table below:
Category
Cross 1
Cross 2
Cross 3
Cross 4
Cross 5
Cross 6
Subtotals
Color blind Males
Color blind Females
Normal Males
Normal Females
Carrier Females
Total
3.5. Compare the subtotal of color blind males to the total crosses made. Looking at all possible
combinations (crosses), what is the probability of a male to be color blind?
______in__12___ (_____%)
3.6
Compare the subtotal of color blind females to the total crosses made. Looking at all possible
combinations (crosses), what is the probability of a female to be color blind?
______in__12___ (_____%)
3.7
Now consider the research mentioned previously that indicates in America 7%-10% of all males are
color blind, and about 0.4% of all females are color blind. How does this compare to the probabilities you
determined from your Punnett squares?
3.8
What might be some of the factors that are causing a difference in the probabilities we expect and
those that we see in the population?
From: This Session Contains MSG: Math, Science, and Genetics by Shawn Schlueter.
Color Blind Genetics.tns: Page 4