The software that establishes a standard way of information
The software that establishes a standard way of information exchange between web servers and browsers is called
The software that establishes a standard way of information exchange between web servers and browsers is called
Which of the following is NOT a client-server application ?
Akilesh Kharvi ? Dec 8 '2016 at 21:22
Answer: Ping.
Explanation:
Ping is not a client server application. Ping is a computer network administration utility used to test the reachability of a host on an Internet Protocol (IP). In ping, there is no server that provides a service.
(PVQ)^(P->R)^(q->R)is equivalent to
A fair coin is tossed 3 times in succession. If the first toss produced a head, then the probability of getting exactly two heads in 3 tosses ( including the first toss ) is
Akilesh Kharvi ? Dec 8 '2016 at 21:11
Answer:\(\frac{3}{4}\)
Explanation:
P(2 heads in 3 tosses / first toss is a head)
(H,H,H)
(H,H,T)
(H,T,H)
(H,T,T)
(T,H,H)
(T,H,T)
(T,T,H)
(T,T,T)
are the 2^3 = 8 ways in which the coin can roll.
Since we are given that the first toss is a head, our sample space becomes:
(H,H,H)
(H,H,T)
(H,T,H)
(H,T,T)
Of these four possibilities, we want to know how many have exactly 2 heads
\(= \frac{3}{4}\)
The probability of two sisters sharing the same birth-month is
Akilesh Kharvi ? Dec 8 '2016 at 21:6
Answer: \(\frac{1}{12}\)
Explanation:
The first sister can be born any month, it makes no difference.
The second sister has 1/12 chance of being born in the same month.
A U B and A B are equal only if
Akilesh Kharvi ? Dec 8 '2016 at 21:8
Answer: both A and B are empty sets
Explanation:
Let B = A + X
A U B = { A, X }
A ∩ B = { A }
Thus A U B = A ∩ B only if X is the empty set.
In that case, A = B
There are four bus lines between A and B and three between B and C. The number of ways a person can travel by bus from A to C through B is
Akilesh Kharvi ? Dec 8 '2016 at 20:34
Answer: 12
Explanation:
4 bus lines between a and b.
3 bus lines between b and c.
the number of possible combinations between a and c going through b are \(4 \times 3 = 12.\)