Verify the area under the curve is equal to 1 Choose the correct below a. The ar

Question

Verify the area under the curve is equal to 1 Choose the correct below a. The area under the curve is the area of the rectangle (b - a) (1/b - a) -1 b. The area under the curve is two times the mean 2 (b -a)/2 1 c. The area under the curve is sum of the maximum and minimum a + b = 0 + 1 = 1 Show that the value of the function can never be negative Choose the choose the correct explanation below A. The numerator of the probability density function is 1. so the function must always be positive B. The denominator of the probability density function is always positive because a 0 therefore the function must always be positive C The value of b-a is less than one, therefore the value of the function must always be greater than 1

Explanation / Answer

1)option A is correct. rectangle (b-a)*(1/(b-a))=1

2)option B is correct

please reply for any clartification

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