A class contains 16 boys and 10 girls of which half of the girls are fat. Find the probability that a student chosen at random is a boy or a fat student.
Total number of students = 16+10 = 26
Number of fat students = 5 (only girls)
P=1626+526−026=16+526=2126P = \frac{16}{26} + \frac{5}{26} - \frac{0}{26} \\ = \frac{16+5}{26} \\ = \frac{21}{26}P=2616+265−260=2616+5=2621
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