Alright Tweeps!
I am shamelessly asking for donations to a great cause:
https://t.co/X5gCLxQiYG
A very good friend of mine is building a school for children in his home village in Uganda and they could use donations of any size.
https://t.co/0UKE6i6f7p
@andrewmccalip@a19grey There’s another aspect to this which is industry dependent, but also relevant- too many engineers have zero assembly, machining, or installation experience- so GD&T becomes a crutch to make up for a lack of understanding of what actually makes assemblies practical in the field.
@matthewkiff98@quail_man2 @yayavarkm @elonmusk@NASASpaceflight Crane, or conveyor… Since you are starting from space, you could simply catch the capsule at a higher elevation and use the retained potential energy to bring the capsule downhill to land on the booster.
@fermatslibrary Backwards a bullet is more similar to a typical cylinder which means the drag coefficient would be much higher and its terminal velocity significantly lower
@fermatslibrary Without knowing both the coefficient of drag with the bullet in retrograde and the caliber of the bullet, arriving at 95 m/s is a very soft estimate of velocity. Standard Cd charts for bullets assume that the bullet travels forward in its aerodynamically optimized direction
@PTC is the least competent software organization I have ever had the displeasure of purchasing software from. Charged $2k for software that locks itself out (imagine an engineering software product that locks itself to a static MAC address) they autorenewed without authorization
@istartedi@millpreetk@Will_I_AmLegend@yoheinakajima@jerrrrrrryyyyy@littmath The common thread is about the impact of asymmetrical upside. In this case, due to the wording of the question (who is more likely to win, not who wins the biggest) the answer to the question inversely correlates with the asymmetrical upside question…
@rohbear0@littmath I misread the question!
Since the expected points are equal, but Alice’s winning scores are potentially more lopsided, the probability of winning actually favors Bob, who is more likely to win by lower point differentials
@rohbear0@littmath So I thought so at first until I wrote out the permutations and then I realized that regardless of length, 50% of the possibilities end in H and the binary tree branches from those possibilities with a 50/50 split, meaning- counterintuitively- that the expected points are equal.