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Re: counting paths in three-dimensional space  TOPIC_SOLVED

Hi kt5016; Your formula is indeed correct for (0,0,0) to (m,m,m). It exactly coincides with the number of paths of length 3n in an m x m x m grid from (0,0,0) to (m,m,m) and is called De Bruijn's s(3,n). Your fomula for (0,0,0) to (m,m,m) becomes \Large {3m \choose m } { 2m \choose m } {m \choose m ...
by bobbym
on Mon Mar 21, 2011 12:15 pm
 
Forum: Discrete Math
Topic: counting paths in three-dimensional space
Replies: 2
Views: 2426

Re: mean time taken to solve prob (need help w/ starting)  TOPIC_SOLVED

Hi zorro; i) 120 to 154 represents -2.06666 sd below the mean and .26666 sd above the mean. The area under the curve that represents the standard normal curve is: \Large \int_{-2.0666}^{0.2666} \ \frac{e^{-\frac{x^2}{2}}}{\sqrt{2 \pi }} \, dx \approx \ .5857 Meaning that 58.57% of the students fall ...
by bobbym
on Mon Mar 21, 2011 1:14 pm
 
Forum: Statistics
Topic: mean time taken to solve prob (need help w/ starting)
Replies: 1
Views: 2722

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