Let p and q be the propositions

p :You drive over 65 miles per hour.

q :You get a speeding ticket.

 The compound statement ( q ∧ ~ p ) means

Let p and q be the propositions

p : It is below freezing.

q : It is snowing.

Write the proposition “Either it is below freezing or it is snowing, but it is not snowing if it is below freezing.” using p and q and logical connectives.

The Truth Value of  ~ (p → ~q) is the same as

Let p be “It is cold” and let q be “It is raining.” “If it is cold then it is not raining.” describes the following statement.

The continuous random variable X has probability density function f(x) , given by

Calculate the median of X

The continuous random variable X has probability density function f(x) , given by

Determine 

, 

Find the standard derivation  of X 

be the random variable with probability distribution function f(x) , given by

Find the value of E(X).

The continuous random variable X has probability density function f(x) , given by

Find the cumulative distribution function F(x)