If ` E ` denote the complement of negation of an even `E` , what is the value of `P(E)+P( E )?`

If barE denote the complement or negation of an event E, what is the value of P (E)+P(barE)

If E' denote the complement of an event E , what is the value of P(E')+P( E )?

If P (E) = 0.05 than find the value of P (Not E) ?

If P (E) denotes the probability of an event E, then:

P(bar E) = 0.555 Then find the value of P(E)

In Example 94, if n is even and E denotes the event of choosing even numbered urn (p(U_(i))=(1)/(n)) , then the value of P(W//E) , is

If P(E) denotes the probability of an event E, then E is called certain event if :

Let E(n) denote the sum of the even digits of n. For example, E (1243)=2 +4 =6. What is the value of E(1) + E(2) + E(3)+…….+ E(100)?

If P( not E) = 0.25 , what is the probability of E ?