This series is somehow difficult, give a try

Solve this series.

This might be a difficult one for you.
Let's see.

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Solve the given series.

Solve this easy series.

Give your answer.

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It's too easy problem for you.

Calculate within few second and give your answer.

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Can you solve all of these?

Use +, -,*, /, ! (factorial), square root to get the result 6.

Let's see whether you can do all of these or not.

Best of luck for you.
Think wisely.

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Can you solve this puzzle??

Is it easier for you to think?

Let me see you, whether you can do it or not.

Post your answer below. Think it and give answer.

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Find any number easily

Check the answer will be always 8.

Check it out.
1. Think of any number.
2. Subtract the number you have thought with 1.
3. Multiply the result with 3.
4.  Add 12 with the result.
5.  Divide the answer by 3.
6.  Add 5 with the answer.
7. Take away the number you have thought from the answer, that is, subtract the answer from the
    number you have thought. 
You will get the answer 8. 

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Mind blowing Puzzle

Solve this puzzle if you can

Solve this logic.
8080 = 6
1357 = 0
2022 = 1
1999 = 3
6666 = ?

Here is the option for you 
a) 1
b)2
c)4
d)8

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How to know the date of a calendar

It's easy to calculate the date of month easily.
Let us start now.
At first we need to take the calendar. So, it's here.

Here, we will calculate the date BUT the date must be selected in square form.
Example:
I have taken the date in square as 18,19,25,26.
Here we need is the sum of these numbers i.e. (18+19+25+26)=88.
So here we calculate
1. Divide the given result by 4.
   example: 88/4=22
2. Now subtract the above result with 4.
   example: 22-4=18
3. After the result is obtained, add the obtained result with 1,7 and 8.
    example: (18+1)=19
                    (18+7)=25
                    (18+8)=26
4. So, that's what we need.
Hence the result will be 18,19,25,26.

Now let us take another example to illustrate it.

Here, we take an example of 8,9,15,16.
First we need the sum of these numbers. here the sum is 48.
1. Divide it by 4. 48/4=12.
2. Then subtract by 4. 12-4=8.
3. Then add 1,7 and 8.
    i.e. 8+1=9
          8+7=15
          8+8=16.
So, that's it.
Enjoy it.

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Multiplication of any number with 11 in a second

Technique to multiply 11 with any number within a second

Let me start with an example to illustrate you. We will multiply 11 with 635 i.e. (11*635).
So, let us start.
First write 635 like this:
               6
               3
               5
Now at first step write the last digit as it is.
Here we write 5 as last digit is 5.
Now at second step we add the last two numbers as: (5+3=8).
Now at third step we add (6+3=9).
And finally we write the first digit as it is i.e. 6
So, the final answer is 6985.

This is how we do.
Now let us do some other examples so that it makes us easier in solving problems.
Example:1
712642*11 
1. Write last digit i.e. 2
2. Now add (4+2)=6
3. Again add (6+4)=10.
            NOTE: So, here comes the problem. In this case write the last digit of 10 i.e. 0 and let 1 
                         to be carried over.
 So, in 3rd step write only 0
4. Now add (2+6)=8,
    BUT we have 1 left as carry over in 3rd step.
    So, we add 8 with 1 (8+1)=9
5. Similarly, we add (1+2)=3.
6.  Similarly, we add (7+1)=8.
7. Finally we write the first digit  7 as it is.
So, our answer will be 7839062.

Example: 2
2084*11
1.                    4
2.          8+4=12. (But we write only 2 and let 1 to add in coming process)
3.           0+8=8. (So we add last digit 8 with 1, so the final answer will be 9)
4.           2+0=2.
5.                    2
6.   22924  

This will be helpful for you.
Enjoy it.

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Simple Defination Of Mathematics

In this blog I want you to provide some techniques to solve mathematical problem in simple and fastest way.
Mathematics is a science which helps to solve different sorts of numerical problem in a simple way.

In a sense, we can define Mathematics as a group of related sciences, including algebra, geometry, and calculus, concerned with the study of number, quantity, shape, and space and their interrelationships by using a specialized notation

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