Many random number generators allow users to specify the range of the random numbers to be produced. Suppose that you specify that the range is to be all numbers between 0 and 2. Call the random number generated Y. Then the density curve of the random variable Y has constant height between 0 and 2, and height 0 elsewhere.
What is the height?
I have no clue it doesnt say
What is the height of the density curve between 0 and 2? (Enter your answer to two decimal places.) sorry heres the question
Well, there you go. The probability must add up to 1 (one). If it is on [0,2], how high does it have to be to total one (1)?
its really that easy???
that wasnt the right answer
What wasn't the right answer? You didn;t answer my question.
oh I thought you were saying the answer was 1 and I have no clue I really dont understand any of this
What @tkhunny is saying is that imagine you had a rectangle on an xy axis like so |dw:1476074395087:dw|
The rectangle starts at x = 0 and ends at x = 2 |dw:1476074429826:dw|
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