Challenge: Solving Task Using Gaussian Distribution
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Suppose you are going fishing.
One type of fish is well caught at atmospheric pressure from 740
to 760
mm Hg.
Fish of the second species is well caught at a pressure of 750
to 770
mm Hg.
Calculate the probability that the fishing will be successful if the atmospheric pressure is Gaussian distributed with a mean of 760
mm and a mean deviation of 15
mm.
You have to:
- Calculate the probability that pressure is in the
[740, 760]
range. - Calculate the probability that pressure is in the
[750, 770]
range. - As our events intersect, we must use the inclusive-exclusive principle. Calculate the probability that pressure falls into the intersection of corresponding intervals.
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Challenge: Solving Task Using Gaussian Distribution
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Swipe to start coding
Suppose you are going fishing.
One type of fish is well caught at atmospheric pressure from 740
to 760
mm Hg.
Fish of the second species is well caught at a pressure of 750
to 770
mm Hg.
Calculate the probability that the fishing will be successful if the atmospheric pressure is Gaussian distributed with a mean of 760
mm and a mean deviation of 15
mm.
You have to:
- Calculate the probability that pressure is in the
[740, 760]
range. - Calculate the probability that pressure is in the
[750, 770]
range. - As our events intersect, we must use the inclusive-exclusive principle. Calculate the probability that pressure falls into the intersection of corresponding intervals.
Løsning
Tak for dine kommentarer!
Awesome!
Completion rate improved to 3.85single