I got this form:
(not M or V) and (A or not M) and (not B or M) and (B or V) and (A or not V) and (not A or B)
Or: $$(\neg M\vee V) \wedge (A\vee\neg M) \wedge (\neg B \vee M) \wedge (B\vee V) \wedge (A\vee\neg V)\wedge(\neg A \vee B)$$
Can anyone explain me how to solve it step by step? The result should be this:
A and B and M and V: $$A\wedge B \wedge M \wedge V$$
I dont know how to simplify the statement