
shortguy on indom
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shortguy on indom last won the day on September 29 2024
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Review of i28 P2 on Massively
shortguy on indom replied to ShardWarrior's topic in General Discussion
THIS THREAD SHOULD BE MOVED TO THE "SUGGESTIONS" SUB-FORUM, WHERE THE REVIEWER WILL REGRET THAT THEY POSTED ANYTHING AT ALL. -
more... from copilot: believe this would be if enemy threw a splat attack: (of course this is if enemy had 50% final chance to hit...but you get the idea). may you please solve the all 8 events dependent on one another as above if each event has 50% probability? Certainly! Since each event has a probability of 50% (or 0.5) and all 8 events are dependent on one another, the overall probability of all 8 occurring follows this formula: P(A1)×P(A2∣A1)×P(A3∣A1,A2)×⋯×P(A8∣A1,A2,...,A7)P(A_1) \times P(A_2 | A_1) \times P(A_3 | A_1, A_2) \times \dots \times P(A_8 | A_1, A_2, ..., A_7) Since each event has a conditional probability of 50%, the calculation becomes: 0.5×0.5×0.5×0.5×0.5×0.5×0.5×0.5=0.580.5 \times 0.5 \times 0.5 \times 0.5 \times 0.5 \times 0.5 \times 0.5 \times 0.5 = 0.5^8 =0.0039 or 0.39%
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not me, copilot answer here. lol. chance of all 8 events happening The chance of all 8 events happening depends on the probability of each individual event and whether they are independent or dependent on one another. If all 8 events are independent and each has its own probability, you multiply their probabilities together to get the likelihood of all occurring. For example, if each event has a probability of 50% (0.5), the chance of all 8 happening would be: 0.58=0.0039 or 0.39%0.5^8 = 0.0039 \text{ or } 0.39\% If some of these events are dependent, their probabilities might change based on previous outcomes. If you have specific probabilities for each event, I can help you calculate the overall probability more precisely!