## Square Root Shortcut Nonperfect Squares

In the previous trick, we learned how to find the square root of any number which is a perfect square. Now, using this square root shortcut, you can easily find the square root of...

In the previous trick, we learned how to find the square root of any number which is a perfect square. Now, using this square root shortcut, you can easily find the square root of...

Finding the sum of consecutive numbers is a common question asked in competitive exams. You can now find the sum of consecutive numbers starting with 1, sum of consecutive odd numbers and sum of...

You can get an edge over others in calculating at lightning speed. We can say “Speed Trills and Speed Scores”holds true for any competitive exam.You are racing against time to answer as many questions...

Today we shall see a new trick to multiply any number from 10-19 by 6 in seconds Let us see the steps Step 1:Assume 10 as base Step 2:Multiply the base by 6...

Today you will be learning another amazing shortcut to multiply 2 numbers whose difference is 2.This trick is especially effective to use when the number in between the 2 numbers to be multiplied is...

In my previous post, we learnt how the multiply any 2 digit number by 111.Today we shall see the shortcut way to multiply any 3 digit number by 111. Lets go through the...

In the previous post we learnt how to multiply any number from 80 to 89 by 5 in seconds.Today we are going to learn another cool trick to multiply any number from 90 to...

In the previous post we learnt how to multiply any number from 70 to 79 by 5 in seconds.Today we are going to learn another cool trick to multiply any number from 80 to...

In the previous post we learnt how to multiply any number from 60 to 69 by 5 in seconds.Today we are going to learn another amazing trick to multiply any number from 70 to...

In the previous post we learnt how to multiply any number from 50 to 59 by 5 in seconds.Today we are going to learn another amazing trick to multiply any number from 60 to...

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