What are the odds of properly flying via an asteroid field like the one in *The Empire Strikes Back*? Are they really 3,720 to one as said by C-3PO? Or are they much worse…or maybe better? Keep on reading to find out

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You are watching: Star wars odds of navigating an asteroid field

You are watching: Star wars odds of navigating an asteroid field

Did the brainy droid C-3PO gain the calculation right? Are the odds really 3,720 to 1? Those are specifically the questions we"ll be answering this particular day.

**Star Wars Math**In case you haven"t seen*The Realm Strikes Back*(the second film in the original*Star Wars*trilogy)in a while, (or if, heaven forbid, you"ve never viewed it!), let me remind you of the part in question. It"s when Han Soloand the gang decide to take their chances and also evade the adversary in an asteroid area.

Upon making this bold and also probably reckless decision, the ever-attempting-to-be-helpful droid C-3PO tells Han:*"*

*Sir, the possibility of effectively navigating an asteroid field is around 3,720 to 1."*

Han being Han, of course, replies:*"Never tell me the odds."*

Does C-3PO recognize what he"s talking about? Or is he simply a "bucket of bolts," so to speak? To number that out, we first should understand also what odds are. So, without even more ado…

**What Are Odds?**When we initially talked aboutodds and probabilities, we learned that probability is a number between 0 and also 1 that tells you the likelihood that something will happen. In particular, a probcapability of 0 indicates there’s literally no possibility of that point happening, a probcapacity of 1 suggests that it’s specific to occur, and a probability in in between these extremes such as 0.5 means there"s a 50% opportunity of it happening.

Odds, on the other hand also, are kind of (pardon the pun) odd bereason they tell you fundamentally the very same point as probabilities but in a fairly funny and rather convoluted way.

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The the majority of prevalent means to create odds is what’s referred to as “bookequipments odds.” For instance, 3-1 (pronounced “3 to one”) odds of a equine winning a race means that for eextremely four races (the total of the 2 numbers in 3-1), the horse will lose 3 times and also win as soon as. In other words, the initially number is the number of methods or times that somepoint (in this situation the equine winning) won"t happen and the second is the variety of times it will—at least according to the odds.