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In a group of 135 high school graduates, 65 studied mathematics, 76 studied history, and 37...

In a group of 135 high school graduates, 65 studied mathematics, 76 studied history, and 37 studied mathematics and history. If one of these students is randomly selected, find the probability that the student, if he or she took Mathematics, did not take History.

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The solution to this problem is given below

11 12 n 65 2 76 Now, let us debine , n(s) = number of school graduates = 135 (M)= number of school graduates studied Mathemat

10 17 24 31 took > is Now, Probabability that a student Mathematics but did not take history P (MNH) By venn-diagram, P(M) -

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