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Sunhawk 06/02/19 6:15:30 AM #1: |
Let's say I am attempting to complete a task, and there is a 30% chance of me succeeding for every attempt. Also, let's say I attempt this task twice. What are my chances of success? Would it be 60% Something different? And why?
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Sunhawk 06/02/19 6:20:03 AM #3: |
Really? Why?
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Sativa_Rose 06/02/19 6:21:49 AM #4: |
It's 51%
The chance of failure is 70% each time, or 0.7 0.7 * 0.7 = 0.49 = chance of failure both times 1 - 0.49 = 0.51 = chance of at least one success --- [This signature was deleted at the request of a moderator or administrator] ... Copied to Clipboard!
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TarElessar 06/02/19 6:23:11 AM #5: |
Considering it's you, you'll probably think about attempting it, give up, and post the topic "I can't believe some people are stupid enough to attempt this thing, but I won't tell you what it is" on CE.
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Sunhawk 06/02/19 6:23:28 AM #6: |
Seriously? Is that really how it's culculated? And if so, this can be applied to any statistical problem along these lines?
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Sunhawk 06/02/19 6:31:24 AM #7: |
@Forgettable
@Sativa_Rose Just out of interest, what levels of education do you have in math(s)? It's funny, I was extremely good at maths when I was young, but stopped studying it at age 15. Just wasn't so interested. --- It has been 0 days since something interesting happened. Thrill me, chill me, fulfil me. ... Copied to Clipboard!
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Sativa_Rose 06/02/19 6:34:49 AM #8: |
Just some undergraduate math classes that I had to take for my majors like statistics, discrete math, calc 2, linear algebra, etc.
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