So I have a solution where $B = 0.1959552$ and $A = 0.00048515$.
The problem asks, $A$ is $10$ times more likely than $B$. The teacher wrote (i.e. $A = 10 \cdot B$). Is this the right notation or shouldn't it be that you multiply $A$ by $10$?
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Do you mean $P(A) = 10\cdot P(B)$? What do your numbers in the first paragraph have to do with the probabilities of $A$ and $B$? – Dec 12 '14 at 01:19
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I just want to know how should I calculate this problem. Because I'm kind of confused. Do I multiply A by 10 or B by 10? – user3390252 Dec 12 '14 at 01:31
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If $A$ is $10$ times $B$, then $A=10\cdot B$. – Dec 12 '14 at 01:34