#1
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High school math question... (im dumb)
And im in college...
Machine one has an 88.38% of working. If that machine goes down machine two is the backup and also has an 88.38% chance of working. What are the odds that at least one of them is working? |
#2
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Re: High school math question... (im dumb)
Unless I'm misunderstanding the question...
Well, there's a matter of the amount of time...but for the sake of the question: The probability that a machine is NOT working = 11.62% Probability that they're both NOT working = (.1162)^2 = 1.350244%. So: 1 - .01350244 = ~98.65% |
#3
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Re: High school math question... (im dumb)
[ QUOTE ]
Unless I'm misunderstanding the question... Well, there's a matter of the amount of time...but for the sake of the question: The probability that a machine is NOT working = 11.62% Probability that they're both NOT working = (.1162)^2 = 1.350244%. So: 1 - .01350244 = ~98.65% [/ QUOTE ] Is this the same thing as: 88.38% machine 1 is running. The other 11.62% of the time, there is a 88.38% that machine 2 is running. So the equation is 88.38 + (11.62 * .8838) = 88.38 + 10.29 = 98.67? |
#4
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Re: High school math question... (im dumb)
[ QUOTE ]
Is this the same thing as: 88.38% machine 1 is running. The other 11.62% of the time, there is a 88.38% that machine 2 is running. So the equation is 88.38 + (11.62 * .8838) = 88.38 + 10.29 = 98.67? [/ QUOTE ] Yes. 1-(1-a)(1-b)=1-1+a+b-ab=a+(1-a)b |
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