(iii) For an event E, write a relation representing the range of values of P(E).

A multiple choice question has n options, of whlch only one is correct. If a student does home work, then it is sure to identify the correct answer, otherwise answer is choosen at random. Let E be the event that student does home work with P(E)=p and F be the event that student answers question correctly If the largest set of values of p for which relaton P(E//F)geP(E) holds is [a,b] then

Write a value of int(log)_e x\ dx

Let E^c denote the complement of an event E. Let E,F,G be pairwise independent events with P(G) gt 0 and P(E nn F nn G)=0 Then P(E^c nn F^c nn G) equals (A) P(E^c)+P(F^c) (B) P(E^c)-P(F^c) (C) P(E^c)-P(F) (D) P(E)-P(F^c)

A multiple choice question has n options, of whlch only one is correct. If a student does home work, then it is sure to identify the correct answer, otherwise answer is choosen at random. Let E be the event that student does home work with P(E)=p and F be the event that student answers question correctly If n=5,p=0.75 the value of P(E//F)gelamda , then lamda can be

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

If E\ a n d\ E_2 are independent events, write the value of P(E_1uuE_2)nn( E_c1nn Ec_2)dot

If the probability of an event E happening is 0.023, then P(overline(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

An unbiased normal coin is tossed n times. Let E_(1): event that both heads and tails are present in n tosses. E_(2): event that the coin shows up heads at most once. The value of n for which E_(1) and E_(2) are independent is ______.

An unbiased normal coin is tossed n times. Let E_(1): event that both heads and tails are present in n tosses. E_(2): event that the coin shows up heads at most once. The value of n for which E_(1) and E_(2) are independent is ______.