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Posted Date: 16 Aug 2008 Posted By: Ravindra Member Level: Gold Category: Mathematics - Basic

A number, K, is a positive integer with the special property that 3 times its unit is equal to 2 times
its 10 digit. How many such numbers exist between 10 & 99?

Select Answer:

2
3
4
5

Question Source: CAT, MBA Entrance

Your Test Score: 0 / 0

Next Question: Which of the following CANNOT yield an integer when divided by 10? (i) Product of two prime numbers (ii) An integer less than 10 (iii) Sum of three consecutive integers (iv) An odd integer

Previous Question: If two digit integer M and N are positive and have same digits, but in reverse order, which of the following cannot be the sum of M and N.

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A number, K, is a positive integer with the special property that 3 times its unit is equal to 2 timesits 10 digit. How many such numbers exist between 10 & 99?

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A number, K, is a positive integer with the special property that 3 times its unit is equal to 2 times
its 10 digit. How many such numbers exist between 10 & 99?