Question: could u please solve these questions for me? 16. To determine the number oi ways of selecting a committee with 5 members of a group

could u please solve these questions for me?

16. To determine the number oi ways of selecting a committee with 5 members of a group of 12 people, use Permutations Combinations The Binomial Theorem . The Fundamental Counting Principle one? 1?. How many different ways can the letters in the word "CANADA" be arranged? A. 720 B. 120 c. 20 D. 40 18. A classroom has 30 students. At the end of the year. gold. silver. and bronze medals are given to three students with the highest marks. How many ways can the medals be distributed? A. 73080 B. 180 c. 4060 D. 24360 Use the following information to answer the next question A committee ol 5 people is to be formed from a selection pool of 12 people. 19. It Carmen must be on the committee. how many unique committees can be formed? A. 60 B. 330 C. 462 D. 792 20. All telephone numbers are preceded by a 3digit area code. In the original Bell Telephone System of assigning area codes. the first digit could be any number from 2 to 9. the second digit was either 0 or 1. and the third digit could be any number except 0. In this system. the number of different area codes possible was A. 126 144 160 576 PP!\

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