There are 4 Biomedical Engineering and 4 Electronics Engineering students running for a student club election for 3 empty positions in club board. a. If all of them have an equal chance to be elected, how many different student club boards can be selected?  b. If 2 biomedical engineering and 1 electronics engineering students must be in the club board, how many different boards can be selected?

Algebra and Trigonometry (MindTap Course List)
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Chapter14: Counting And Probability
Section14.CT: Chapter Test
Problem 8CT: A board of directors consisting of eight members is to chosen from a pool of 30 candidates. The...
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There are 4 Biomedical Engineering and 4 Electronics Engineering students running for a student club
election for 3 empty positions in club board.
a. If all of them have an equal chance to be elected, how many different student club boards can be
selected? 
b. If 2 biomedical engineering and 1 electronics engineering students must be in the club board,
how many different boards can be selected? 

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