<p>I am pretty sure the top row had 4 large computers and 2 small ones on top of one another. Each large computer was a 1000 (as far as I remember). 2 small computers on top of one another is 2*500=1000 for those small computers. Top month is 4000+1000=5000 but who knows . . . we ll see who is right or wrong when scores come out.</p>
<p>P.S. as to the dice, the question is not ambiguous at all. Number of total possible combinations is 6<em>6</em>6 =216. Thus, the probability for a given 3 dice combination (in which, using laymanâs language, order matters) is 1/216.
The only ways to get 18 is 6+6+6 - thats 1/216
Ways to get 17 are 5+6+6, 6+6+5, 6+5+6 - total of 3 distinctly ordered combinations, each with probability of 1/216.</p>
<p>Answer is 1<em>(1/216) + 3</em>(1/216) = 1/54</p>
<p>Yaha I am completely confident that you pulled those images out of your ass.</p>
<p>I also have great memory. So trust me, there were four computers and NOT 5. I also glanced at that problem twice. So itâs ingrained pretty hard into my brain.</p>
<p>I donât even remember little computers in the top month.</p>
<p>@pkm2232; so the z=5 was just your knowledge?
ughh I should have tried different roots of 243⊠I tried to do systems of equations and logs.</p>
<p>YAHA: I put 1/180, but it makes sense on reflection that its 1/54. If you think about it, shouldnât it be easier to get one five on one of the dice than to get straight sixes? Since there can be different orders for the 665, and only one possible order for the 666. Therefore since its easier to get 17 than 18, there should be a higher probability to get 17 than 18. This thinking confirms the 1/54 theory.</p>
<p>Not saying I donât wish 1/180 was right D:</p>
<p>Does anyone remember the problem with the bacteria and time? It was a graph and I believe it was #3 in a section? Also, what is the cylinder one with 64?</p>