Maths is Simple

Maths is Simple Maths Tuition for classes 9 to 12, JEE, CAT, GMAT, other MBA entrances, competitive exams

16/03/2023

Posting after a long break. Hope you like it.

Which of the following multipliers will cause a number to be increased by 25.3 % ? a) 12.53 b) 125.3 c) 0.1253 d) 1.253

I believe that every student will love Maths if it is made simple to them. Hope you like this one. If you need the solut...
19/04/2021

I believe that every student will love Maths if it is made simple to them.
Hope you like this one.
If you need the solution, put it in the comment box.

19/04/2021
Hope you like this. With more than 32 years of teaching experience in classes 9th to 12th, Engineering entrances, CAT, G...
14/02/2021

Hope you like this.
With more than 32 years of teaching experience in classes 9th to 12th, Engineering entrances, CAT, GMAT, SAT, GRE etc, I believe that every student will love Maths if it is made simple to them.

01/01/2021

After a long break .... an interesting problem. Post your answer.

Hope you like this one ...
15/07/2020

Hope you like this one ...

Give it a try and post your answer.
10/06/2020

Give it a try and post your answer.

08/06/2020

Let the present ages of A and B be 'a' and 'b' and the difference of their ages be x.
So, a - b = x, => a = b + x .... (1)
From 1st statement: .
When A's age was b (i.e. x years ago), B's age was ( b-x).
Given, a = 2.(b-x) => (b+x) = 2 (b-x) => (b+x) = 2b - 2x.
=> b = 3x ... (2)
From 2nd statement:
When B's age will be 'a' (i.e. b+x), then A's age will be (b+8).
Now, A's age - B's age = x, So, (b+8) - (b+x) = x ,
=> 8 - x = x , => x = 4.
Putting x=4 in (2), b=3x = 12. So, a = b+x = 12+4 =16.
So, present ages of A and B are , 16 and 12.
So, sum of their ages = 16+12 = 28 (ans).

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05/06/2020

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05/06/2020

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