CAT Mock Test

Can some buddy give me the CAT Mock Test and also provide me the page where I can give the CAT mock test and also provide me the link for the online mock test.

[Pathak]

You want to take online CAT mock test.
Here I am providing you a link where you can attend for CAT Mock test.
Question will ask in that link same as this type:

1 If square tiles are to be fitted on a square floor in such a way that the floor looks the same from all the sides. The tiles are available in 6 different colors. In how many ways can the floor be made if it should have maximum possible colors?

1296
60
256
360
None of these

cat.jumbotests.com/tests/cat-mock-test-free

Give me the information for CAT Mock Test?

[Shaleen]

CAT or Common Admission Test is the most important MBA entrance examination in India.

CAT is conducted every year by one of the IIMs on a rotational policy. CAT 2012 has only two sections –

Quantitative Ability & Data Interpretation (30 Questions)
Verbal Ability & Logical Reasoning (30 Questions)

You have to take the online CAT Mock Test. You have to go on the jumbotest website. Then you have to click on the CAT section. Then you have to click on the Mock Test CAT. Then you have to
Take the test.

The mock test questions are as follows:

A classroom has 4 tables, each of which has 4 chairs. There are 16 students in the class, 4 of whom are friends. If the teacher assigns the seats randomly to the students, what is the probability that the 4 friends will be sitting together at a table?
Possible AnswersSelected
Possible Answer
1:465
1:450
1:470
1:460
1:455

Let X and Y be distinct 3 digit palindromes such that . How many pairs exist such that is also a 3 digit palindrome ?
Possible AnswersSelected
Possible Answer
1980
1979
1982
1981
1978

A golden rectangle is a rectangle in which the ratio of the width to length is the same as that of the length to the sum of the length and width. Which of the following is also true about a golden rectangle?

The ratio of the length to width is the same as the ratio of the width to the difference of the length and width.
II. The product of the length and width is equal to the product of the sum of the two sides and the difference of the two sides.
III. The length has to be greater than two times the width.
Possible AnswersSelected
Possible Answer
Only I and III
Only II and III
None of these
All the three statements
Only I and II

You have to more question find.
This site image is look like this.