for Uniform Distribution, use the formulas below. For Mean: Hu = a+b2a+b2 For Standard Deviation: 0= ( b - a ) 212 - Vo = ( b - a ) 212 Here is an example for Uniform Probability Distribution: The probability density of a random variable X is given in the figure below. From this density, the probability that X is at least 0.6 is: Area (Probability)= ( 12-012-0)(2-0.6) = ( 1212 ) (1.4) = 0.7 H=0+22=1 [=0+22=10=(2-0)212- V=0.577350=(2-0)212=0.57735 Chapter 5-Acvtivity: Use the Uniform Distribution above. A) Find Probability that X is between 0.2 and 0.6 is. B) Find the Mean & Standard Deviation