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A three digit number had digits in strictly descending order and divisible hy 10. By changing the places of the digits, a new three - digit number is constructed in such a way that the new number is also divisible by 10. the difference between the original number and the new number is divisible by 40. How many numbers will satisfy all these conditions?

What is the difference between dashCAT and free mocks?
In my case my dashCAT score is lower that free mocks.

Hi guys, my question is regarding today's DILR daily target question.

Questions like these with a lot of data, specially this one, where you need to go back and forth to refer to the data, do you guys reproduce the table on paper or solve it without doing the same?

Maruti sir happened to solve it alongside the table given in the question. Since we do not have that option, we need to draw the table on paper.

So I just wanted to know the approach, since I end up wasting a lot of time in reproducing tables.

An answer with reference to today's daily target question will be appreciated.

Thanks.

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