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grigory [225]
1 year ago
4

A university student is selecting courses for his next semester. He can choose from 8 science courses and 4 humanities courses.

In how many ways can he choose 4 courses if more than 2 must be science courses
Mathematics
1 answer:
Zolol [24]1 year ago
7 0

The number of ways which he can choose 4 courses if more than 2 must be science is; 224 ways.

Combination of outcomes;

He can choose from 4 humanities courses and 8 science courses.

If the condition requires that he chooses more than 2 science courses, it follows that;

He can only choose three science courses and only 1 humanities courses.

8C3 x 4C1 = 56x 4 = 224

On this note, the number of ways he can choose the required 4 courses is; 224 ways.

Learn more on combination here:

brainly.com/question/4658834

#SPJ1

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