Question

ways 10,584 ways B. 12 ways C. 36 ways D. 144 ways In how many ways can a committee of 7 students be chosen from 9 juniors and 9 seniors if there must be 4 seniors in the committee? A. B. 1,764 ways Which of the following illustrates combination? C. 210 ways D. 84 ways

          ways
10,584 ways
B. 12 ways
C. 36 ways
D. 144 ways
In how many ways can a committee of 7 students be chosen from 9 juniors and 9 seniors if there must be 4 seniors in the committee?
A.
B. 1,764 ways
Which of the following illustrates combination?
C. 210 ways
D. 84 ways

ways
10,584 ways
B. 12 ways
C. 36 ways
D. 144 ways
In how many ways can a committee of 7 students be chosen from 9 juniors and 9 seniors if there must be 4 seniors in the committee?
A.
B. 1,764 ways
Which of the following illustrates combination?
C. 210 ways
D. 84 ways

Added by David N.

Elementary Statistics a Step by Step Approach

Allan G. Bluman 9th Edition

Instant Answer

Solved by Expert Lucas Finney

Step 1

This can be done in C(9,4) = 126 ways. Show more…

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ways B. 12 ways C.36 ways D. 144 ways In how many ways can & committee of 7 students be chosen from 9 juniors and 9 seniors if there must be 4 seniors in the committee? 10,584 ways B. 1,764 ways C.210 Which of the followino ways D. 84 ways