Statistics
 👍 0
 👎 0
 👁 165
Respond to this Question
Similar Questions

Statistics
2. Given the cumulative distribution function (cdf) F(x)=(0 x
asked by Mike on October 27, 2014 
probability
For each one of the following figures, identify if it is a valid CDF. The value of the CDF at points of discontinuity is indicated with a small solid circle. (original images belonging to: "The science of uncertainty") 1. No, it
asked by RVE on February 28, 2015 
Statistics
Hi * Suppose X has the pdf f(x)=(1/2)e^x if β
asked by Melike on January 10, 2014 
probability
Paul is vacationing in Monte Carlo. On any given night, he takes X dollars to the casino and returns with Y dollars. The random variable X has the PDF shown in the figure. Conditional on X=x, the continuous random variable Y is
asked by Anonymous on March 16, 2017 
probability
Let π and π be independent continuous random variables that are uniformly distributed on (0,1) . Let π»=(π+2)π . Find the probability π(lnπ»β₯π§) where π§ is a given number that satisfies π^π§
asked by yyyyz on July 28, 2019 
probability
Let X and Y be independent continuous random variables that are uniformly distributed on (0,1). Let H=(X+2)Y. Find the probability P(lnHβ₯z) where z is a given number that satisfies ez
asked by Diane Lin on August 5, 2019 
Maths Question
the slope of a curve y=f(x) is given by dy/dx= (x1)(x2)^2(x3)^3(x4)^4(x5)^5 for what value or values of x does y have a local maximum/miniumum? justify your answer. i tried solving this question but couldn't figure out how to
asked by Khyati on October 23, 2014 
Calculus
Suppose X is a random variable whose CDF is given by F(x) = 0, X
asked by kkjhjkh on April 14, 2009 
probability
1) Let X and Y be independent continuous random variables that are uniformly distributed on (0,1) . Let H=(X+2)Y . Find the probability P(lnHβ₯z) where z is a given number that satisfies e^z
asked by anonymous1 on August 5, 2019 
Math
For tβR, define the following two functions: f1(t)=12Οβββexp(βmax(1,t2)2) and f2(t)=12Οβββexp(βmin(1,t2)2). In this problem, we explore whether these functions are valid probability density functions. Determine
asked by Anonymous on August 2, 2019