A committee of three students has to be formed. There are five candidates: Jane, Joan, Paul, Stuart, and Jessica. If Paul and Stuart refuse to be in the committee together and Jane refuses to be in the committee without Paul, how many committees are possible? Choose one:
A) 3	B) 4	C) 5	D) 6	E) 8
If Paul is in the committee : We must choose 2 out of 3 others (No Stuart) --&gt; 3 ways   If Stuart is in the committee : No Paul &amp; Hence no Jane, so the other 2 must be chose --&gt; 1 way   If neither Paul nor Stuart are in the committee, 3 students left, but since no Paul, no Jane : No commitee possible   Answer : 4 4
<result>B</result>
A committee of three students has to be formed. There are five candidates: Jane, Joan, Paul, Stuart, and Jessica. If Paul and Stuart refuse to be in the committee together and Jane refuses to be in the committee without Paul, how many committees are possible?