Question 887675
<pre>
It doesn't matter what the correct answers are.
We can choose 2 correct answers out of 4 in C(4,2)
ways. That's {{{4!/(2!(4-2)!)}}} = {{{24/(2*2)}}} = 6 ways.

You can check by listing them all and see that 6 is correct!

F, T, T, F
----------
T, T, T, T  2 correct  <--1 
T, T, T, F  3 correct
T, T, F, T  1 correct
T, T, F, F  2 correct  <--2
T, F, T, T  1 correct
T, F, T, F  2 correct  <--3
T, F, F, T  0 correct
T, F, F, F  1 correct
F, T, T, T  3 correct
F, T, T, F  4 correct
F, T, F, T  2 correct  <--4
F, T, F, F  3 correct
F, F, T, T  2 correct  <--5
F, F, T, F  3 correct
F, F, F, T  1 correct
F, F, F, F  2 correct  <--6

Edwin</pre>