top button
Flag Notify
    Connect to us
      Site Registration

Site Registration

You take a test, and 60% pass the first time and 40% fail. The second time around,80% pass the test and 20% fail.

+1 vote
1,179 views

You take a test, and 60% pass the first time and 40% fail. The second time around,80% pass the test and 20% fail. The third time, 90% pass and 10% fail.

a) What is the probability that you pass on the 2nd time?
b) What is the probability that you pass on the 3rd time?
c) What is the probability you fail?

posted Aug 13, 2015 by Ankur Athari

Share this puzzle
Facebook Share Button Twitter Share Button LinkedIn Share Button

1 Answer (Check Answer ▼)





Similar Puzzles
0 votes

A chemistry teacher took exam of his students. Out of the total students, 25% of the students passed both the tests included in the exam. However, only 42% were able to clear the first test.

Can you find out the percentage of those students who passes the first test and also passed the second test ?

0 votes

A number is divided into two parts such that 60% of the first part is 3 more than the 80% of the second part.
Also 40% of the first part is 5 less than the 65% of the second part.
What is the number?

+1 vote

You take a test, and 60% pass the first time and 40% fail. The second time around,80% pass the test and 20% fail.

What is the probability that you pass on the 2nd time?

+1 vote

John and his best friend Henry were going to take a test. On the night before the test, John studied all night, while Henry, on the other hand, didn't. Henry decided to just copy off of John's test. The next day, the teacher handed out the tests, and John immediately started to work. Henry carefully wrote down the same answers as John. Luckily for him, the teacher never noticed. A week later, the teacher handed the tests back to the class. John got every question right, and received an A. Henry got an F. If Henry correctly copied John's answers, and the teacher never noticed, why did he fail?

0 votes

A speaks truth in 70% cases and B in 80% cases. What will be the probability that they will contradict each other in describing a single event?

...