Squaring of any two digit number within fraction of seconds(Note its only for 2 digit numbers)
We already shared Part 2/[Tutorial 2 click here to go] Maths Tricks|Aptitude Tricks|Speed Maths|Fast Calculation|mental maths tricks,maths. So in this Tutorial 3 we gonna share maths tricks and shortcut key to do fast mental calculation for squaring 2 digit number.This will be very useful for competitive exam.keep practice more problem based on thisSquare of any 2 digit number by using simple steps to get solutions in easy way without taking even 5 seconds
Method 1 :Note:Below examples are near to 50 square numbers
Question 1: Square of 10 or 10^2
Answer: 100 its easy to get solution but see next question
Question 2: Square of 47 or 47^2
Answer:
Rule :1
step 1:check the number is near to 50 if yes
step 2: 50-47=3
Answer:
Rule :1
step 1:check the number is near to 50 if yes
step 2: 50-47=3
Now subtract (50-47 difference) i.e 3 from 25 we get 25-3= 22
Step 3: Now Square that difference number (50-47 difference) i.e 3
We get 09
Step 4: solution 47^2=(25-3)3^2
Ans:=:2209
Question 3: 42^2 =(25-8)8^2
Ans= 1764
Question 4: 56^2 = (25+6)6^2
Ans= 3136
Question 5: 65^2 = (25+15)15^2
Ans =
step 1: (40)15^2
Step 2: 40(225) make that as four digit i.e assume 40(00)+225 =4225
Method 2 , Note:Below examples are near to 100 square numbers
Example 1: 92^2 =(92-8)8^2
Ans= (84)8^2
Solution is ----- = 8464
Example 2: 96^2 =(96-4)4^2
Ans= (92)4^2
Solution is ----- = 9216
Example 3: 84^2 =(84-16)16^2
Ans= (68)16^2
(68)256 ---> 6(8+2)56 {{make that as four digit i.e assume68(00)+256}}
Solution is ----- = 7056
Example 4: 104^2 =(104+4)4^2
Ans= (108)4^2
(108)16 ---> 10816 {{make that as five digit i.e assume108(00)+16}}
Solution is ----- = 10816
Example 5: 112^2=(112+12)12^2
Ans: (124)12^2 ---> (124)144 {{make that as five digit i.e assume124(00)+144}}
Solution is ----- = 12544Most common method/trick for solving all two digit numbers from 1 to 100 square in our head or without calculator
Example b: 25^2====[2^2]....[5^2]+20*2*5=[0425]+200......i,e., 625
Example c: 74^2====[7^2]....[4^2]+20*7*4=[4916]+560.......i.e., 5476
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