Bioinformatics and Functional Genomics Student ID: 21485094
Lecturer: Dr. Obed Brew Beatriz Manso
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We’ve learned how to create a matrix in R.
3. The numbers in the data matrix can now be used to draw a phylogenetic tree showing the
relatedness of all six organisms. The next steps demonstrate how to do this.
4. Using the records from the first table, a data matrix, recording the number of differences between
pairs of organisms, has also been produced:
a. Currently living (extant) organisms will be placed at the top of the tree - all of the
organisms analysed live in the present.
b. Coming down the tree, we are moving into the past. The last common ancestor of the
organisms will be shown on the very bottom of the tree.
To create the tree, proceed as follows:
1. Start by finding the closest relatives - the pair or pairs of organisms that have the fewest
differences between them. In this example,
a. Beetles A and B have only one difference, so they are the closest relatives.
b. C and F also have just one difference, so they are the closest relatives as well.
c. Place these pairs at the top of the tree.
d. The last common ancestor of A and B lived relatively recently.
e. Mark a dot under A and B, showing the separation of evolutionary lines leading to
the contemporary forms of A and B.
f. Repeat this for C and F (Figure 1
2. Next, find organisms that have more than one difference.
a. B differs from C by two features, so the last common ancestor of this pair lived
before the common ancestor of A and B and C and F. Draw a dot to represent the
common ancestor of both of these pairs and link them together.
b. Organisms D and E also differ by just two features, so they are closely related to
each other, but not to the other organisms.
c. D and E are paired up by linking them with a common ancestor.
3. Establish which organisms differ by three or four characteristics. In this way, we can
confirm the earlier assumption of the relationship between A, B, C and F.
4. Next, look for organisms that differ by five features. These are beetles A and D, C and E
and E and F. When there groups are linked by a common ancestor, the tree is complete