The meaning of "Random" in Statistics.
- Of or characterizing a process of selection in which each item of a set has an "equal probability" of being chosen -
So, if I choose any one of these the answer to the question at "Random". I should ignore A,B,C,D actual values. Possibly to answer the problem this way.
First the Question Part 1 and 2:
Part 1. If you choose an answer to this question at "Random" {hence, having equal probability} Part 2. What is your chance of being correct? ( The real question )
I agree with 3v0 and Ratchit.
Part 1, 3v0, say's the question is a probability question.
Part 2. Ratchet, the probability is divided by (a,b,c,d) 25%
Edit: Before reading all the post's I wanted to say a 100% probability of being correct 0% but that would be the sum of a,b,c.d which is incorrect. it's not whether your correct or not, it's the probability correct.
Who thinks of this stuff?