Finding Square of No. Ends with 5
like : 25,35,45,75,...so on.
Example : Find Square of 65
- Step 1: Each time you just need to perform square of 25 whenever you find digit ends with 5 and the square of 5 is 25.
- Step 2: Add 1 to left most single digit.Multiplication like 6+1=7; 6*7=42.
- Sol:4225
Find Square of 35
- Step 1:Perform the square of 5.square of 5 is 25.
- Step 2.Pick the left most digit add 1 to this.like here 3+1=4 & Result will always be multiply with actual value.Like 3*4 which is 12.
Hence solution is : 1225
Finding Square of Any No. From 1 to 100
Pick Any No. Just like this:
Hint: Just Remember 50 & 25 for solving purpose
If No is less then 50 Subtract and If greater than perform Addition
Hint : Just Remember the Base value like here 100
[Just Remember: If No. is greater than 100 just Add if smaller then perform subtraction]
Example: Find square of 38
Hint: Just Remember 50 & 25 for solving purpose
If No is less then 50 Subtract and If greater than perform Addition
- Step 1 : Subtract the No from 50 like in this case :50-38=12
- Step 2 :Get the square of that no. like here square of 12 is 144& carry 1
- Step 3:Find 38 is whether greater or smaller then 25 ,whatever the case apply according to it.
- 38>25 hence 38-25=13
- Step 4 : Add the Carry which we got in step 2 with the result of step 3 like in this case :13+1=14
- Step 5:Get the Answer by joining the Result of Step 4 & step 2 like in this case :1444
Finding Square of No. Above or Below 100
Hint : Just Remember the Base value like here 100
[Just Remember: If No. is greater than 100 just Add if smaller then perform subtraction]
Example : Square of 112
- Step 1 ; Compare with Base 100 so here is 12 just add the no with base value
- 112+12=124
- Step 2 : Find the difference between the base and make the square of it.
- Like here : 12*12=144
- Step 3 :Now we have 124 & 144. make it like this 124/144 here the no with 144 the digit 1 is carry .Just add the carry with 124.Like this 124+1=125
- Step 4 : At Last just joins it like this: 125/44 so it became 12544 .
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