Two independent random numbers between 0 and 1 are selected (say by a random number generator on a calculator). What is the probability the first is no greater than 0.33 and the other is at least 0.57?
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P(1st < =.33 and 2nd >=.57) = ?
This is simply the area covered under the probability distribution (i.e. 1). limited by the constraints : x<.= 33 and x>=.57
The total area is
= .33+(1-.57)
= .33+.43
= .77
Two independent random numbers between 0 and 1 are selected (say by a random number generator...
Two independent random numbers between 0 and 1 are selected (say by a random number generator on a calculator). What is the probability the first is no greater than 0.33 and the other is at least 0.57?
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