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Educational Level Secondary school, High school and College
Program Purpose Provide step by step solutions of your problems using online calculators (online solvers)
Problem Source Your textbook, etc

1. Addition, Subtraction, Multiplication, Division of two numbers

2. Pronounce a number
3. Factors of a number (Prime factors, All factors)
4. HCF LCM of numbers
5. Prime Numbers
6. Number Crunching (Solve any numerical expression)

7. Decimal number
1. Decimal to Fraction conversion
2. Fraction to Decimal conversion
3. Round off decimal number
4. Decimal number To Scientific notation
5. Scientific notation To Decimal number

9. Fraction
1.1 Reduced Terms
1.2 Improper Fraction To Mixed Number
1.3 Fraction to Decimal
2. Mixed Number To Improper Fraction
3. Compare Two Fraction
4. Addition, Subtraction, Multiplication and Division of Fraction Numbers

10. Power: Square, Cube, Nth Power
11. Radical: Squareroot, Cuberoot, Nth Root
12. Square Root with all steps
13. Cube Root with all steps

14. Number Divisibility Rules (number is divisble by 2,4,8, 3,9, 5,10, 7,11,13,17,19,23,29 using divisibility rules)
15. Find the Next number in the given sequence

16. Unit Conversion
1. Angle to Degree Conversion
2. Degree Conversion
3. Length Conversion
4. Mass Conversion
5. Money Conversion
6. Power Conversion
7. Speed Conversion
8. Temperature Conversion
9. Time Conversion
10. Volume Conversion

17. One Base to Other Base Conversion
1. Decimal to Binary
2. Decimal to Octal
3. Decimal to Hexadecimal
4. Binary to Decimal
5. Binary to Octal
6. Binary to Hexadecimal
7. Octal to Decimal
8. Octal to Binary
9. Octal to Hexadecimal
10. Hexadecimal to Decimal
11. Hexadecimal to Binary
12. Hexadecimal to Octal
13. Decimal to Other
14. Other to Decimal
15. Other to Other

18. Tables
1. Addition table
2. Multiplication table rows and columns
3. Multiplication table 1 to 30
4. Roman table
5. Square table
6. Cube table
7. Power table
8. Roman table
9. Sin table
10. Cos table
11. Tan table
12. Sin, Cos, Tan table
13. Area formula
14. Volume formula
15. Factors formula
16. Number system conversion table



6. Place Value
7. Leap Year
1. Addition, Substration, Multiplication, Division for Two numbers
1. Find addition of 2760 and 796
1 1
2 7 6 0
+ 0 7 9 6

3 5 5 6
2. Find Subtraction of 2760 and 796
16 15 10
1 6 5 0
2 7 6 0
- 0 7 9 6

1 9 6 4
3. Find multiplication of 2760 and 796
2760
× 796

1932000
248400
16560

2196960
4. Find division of 276 and 6
   
   
6 |
2 7 6
| 46
  |
2 4  
   
  |
   
  |
3 6
   
  |
3 6
   
  |
   
  |
0
   
 
Here, Divisor = 6
Dividend = 276
Quotient = 46
Remainder = 0
2. Pronounce a number
In Indian currency format and Other currency format.

In Indian currency format
12345678 = One Crore Twenty Three Lakh Forty Five Thousand Six Hundred Seventy Eight

In Other currency format
12345678 = Twelve Million Three Hundred Forty Five Thousand Six Hundred Seventy Eight
 
3. Factors of a number
1. All Possible Factors of a number
Eg: All Possible factors of 456 are as follows...
1, 2, 3, 4, 6, 8, 12, 19, 24, 38, 57, 76, 114, 152, 228, 456

2. All Prime Factors of a number
Eg: Find Prime factors of 456

2|456

|
2|228

|
2|114

|
3|57

|
19|19

|
 |1

Or

456
= 2 × 228
= 2 × 2 × 114
= 2 × 2 × 2 × 57
= 2 × 2 × 2 × 3 × 19

Or

Prime factors in exponential form
= 23 × 31 × 191

Or

Prime factorization tree

456
/  \
2228
/  \
2114
/  \
257
/  \
319
4. HCF LCM of Two / Multiple Numbers
1. Find HCF, LCM of 30,50
Factor of 30,50 are as follows...
30 = 2 × 3 × 5
50 = 2 × 5 × 5

HCF = 2 × 5 = 10
LCM = 2 × 3 × 5 × 5 = 150

2. Find HCF of 30,50 using Division Method...

Find HCF of (30,50)
  
1
  
  
  
30|
50
  
 |
30
  
 |
  
 |
20
  
  
1
  
  
  
20|
30
  
 |
20
  
 |
  
 |
10
  
  
2
  
  
  
10|
20
  
 |
20
  
 |
  
 |
0
  

∴ HCF of given nos (30,50) = 10

3. Find LCM of 30,50 using Division Method...

2 | 30 -- 50

|
3 | 15 -- 25

|
5 | 5 -- 25

|
5 | 1 -- 5

|
  | 1 -- 1

LCM of 30,50 = 2 × 3 × 5 × 5 = 150
 
5. Prime Numbers
Prime numbers
Gives you prime calculation in the following situation.
1. Check given number (45) is prime or not
45 is not prime. Because 45 is divisible by 3

2. Find the Nth (5th) prime number
Prime : 5 = 11

3. Find all prime numbers between given two numbers (1 and 10)
Prime:1 = 2
Prime:2 = 3
Prime:3 = 5
Prime:4 = 7

4. Find all prime numbers between Mth prime & Nth prime (1st prime and 10th prime)
Prime:1 = 2
Prime:2 = 3
Prime:3 = 5
Prime:4 = 7
Prime:5 = 11
Prime:6 = 13
Prime:7 = 17
Prime:8 = 19
Prime:9 = 23
Prime:10 = 29

6. Number Crunching
Number Crunching : Gives you number crunching for a given numerical expressions with or without variables.
Eg:
Inupt Expression without variables is 4^2+(4+2)/2 * (5+2)

= 4 2 + ( 4 + 2 ) / 2 × ( 5 + 2 )
= 16 + ( 4 + 2 ) / 2 × ( 5 + 2 )
= 16 + 6 / 2 × ( 5 + 2 )
= 16 + 3 × ( 5 + 2 )
= 16 + 3 × 7
= 16 + 21
= 37

Inupt Expression with variables is 4^2+(4+2)/2* (5+2)+s and Given Values are s=1
= 4 2 + ( 4 + 2 ) / 2 × ( 5 + 2 ) + 1
= 16 + ( 4 + 2 ) / 2 × ( 5 + 2 ) + 1
= 16 + 6 / 2 × ( 5 + 2 ) + 1
= 16 + 3 × ( 5 + 2 ) + 1
= 16 + 3 × 7 + 1
= 16 + 21 + 1
= 37 + 1
= 38

 
7.1 Decimal To Fraction
1. For Non-Recurring number
like `6.5 = 65/10 = (13 * 5)/(2 * 5) = 13/2`

2. For Recurring number
like `3.142857142857 = 22/7`

7.3 Round off decimal number
Round off decimal number at several places like Round Off
744.636 at ten - 10 place = 740
744.636 at zero - 0 place = 745
744.636 at tenth - .01 place = 745.64
8. Scientific Notation Conversion
1. Decimal number To Scientific notation
like 0.008 = 8 × 10-3

2. Scientific notation To Decimal number
like 8 × 10-3 = 0.008
 
1.1 Reduced Terms
Find Reduced terms of `63/6`

`(63)/(6) = (3 * 3 * 7)/(2 * 3) = (21)/(2)`
1.2 Improper Fraction To Mixed Number
Find Improper Fraction to Mixed Number of `63/6`

`(63)/(6) = (3 * 3 * 7)/(2 * 3) = (21)/(2) = 10(1)/(2)`
 
1.3 Fraction to decimal
Find Fraction to decimal of `1/8`

`(1)/(8) = (1 * 125)/(8 * 125) = (125)/(1000) = 0.125`

  
0.125
  
  
  
8|
1.000
  
 |
8  
  
 |
  
 |
20 
  
 |
16 
  
 |
  
 |
40
  
 |
40
  
 |
  
 |
0
  
2. Mixed Number To Improper Fraction
Find Mixed Number to Improper Fraction of `3 4/5`

`3(4)/(5) = ((3 * 5) + 4)/(5) = (19)/(5)`
 
3. Compare Two Fraction
Compare Two Fractions `3/4` and `4/5`
Here, LCM of 4 and 5 = 20

`3/4 = 15/20`

`4/5 = 16/20`

`15/20 < 16/20`

so `3/4 < 4/5`
4. Addition, Subtraction, Multiplication and Division of Fraction Numbers
Find `3/4 + 4/5 + 5/6`

`=(3)/(4)+(4)/(5)+(5)/(6)`

`=(3 * 15 + 4 * 12 + 5 * 10)/(60)`

`=(45 + 48 + 50)/(60)`

`=(143)/(60)`
 
 
10. Power: Square, Cube, Nth Power
1. Find Square of 100

2 | 100



2 | 50



5 | 25



5 | 5



  | 1

100
= 22 × 52
= 24 × 54 (Taking square)
= 10000
11. Radical: Squareroot, Cuberoot, Nth Root
1. Find Square Root of 100

2 | 100



2 | 50



5 | 25



5 | 5



  | 1

100
= 22 × 52
= 2 × 5 (Taking squareroot)
= 10
 
12. Square Root with all steps
1. Find Square Root of 4096 with all steps

   
   
6 | 40 96 | 64
6 | 36    

|
   
124 | 496    
4 | 496    

|
   
128 | 0    
 
Dividend = 40 96
SquareRoot = 64
Remainder = 0
13. Cube Root with all steps
2. Find Cube Root of 4096 with all steps

   
   
1 | 4 096 | 16
1 | 1    

|
   
516 | 3096   516 = 300(=1^2 * 300) + 180(=1*30*6) + 36(=6^2)
6 | 3096    

|
   
--- | 0    
 
Dividend = 4 096
CubeRoot = 16
Remainder = 0
 
12.1 Find the smallest no which must be Added from / to 180 to make it perfact Square

  
  
1|1 80 |13
1|1  

|
  
23|80  
3|69  

|
  
26|11  
 
Dividend = 1 80
SquareRoot = 13
Remainder = 11


∴ Number to be Added = 16
∴ Perfect Square No = 180 + 16 = 196
∴ √196 = 14
12.2 Find Least no of 4 digits which is a perfect Square

Least No of 4 digits = 1000
  
  
3|10 00 |31
3|9  

|
  
61|100  
1|61  

|
  
62|39  
 
Dividend = 10 00
SquareRoot = 31
Remainder = 39


∴ Number to be Added = 24
∴ Perfect Square No = 1000 + 24 = 1024
∴ √1024 = 32
 
14. Number Divisibility Rules
The given number is divisble by 2,4,8,16, 3,9, 5,10, 7,11,13,17,19,23,29 using divisibility rules

1. Check whether 100 is divisible by 2 or not?
Last Digit of 100 is 0, which is divisible by 2
So 100 is divisible by 2

2. Check whether 123 is divisible by 3 or not?
Sum of Digits of 123 is 6, which is divisible by 3
So 123 is divisible by 3
15. Number Series
Find the Next number in the given sequence.
1. 3, 6, 18, 72, ___
2. 1, 3, 5, 7, 9, ___
3. 2, 4, 8, 16, 32, ___
4. 20, 19, 17, 14, 10, ___
5. 1, 4, 9, 16, 25, ___
6. 1, 9, 17, 33, 49, 73, ___
7. 10, 28, 82, 244, ___

1. Find Next Number in Series `3,6,18,72,?`

The given series is `3,6,18,72,?`

361872 360 
`xx`2`xx`3`xx`4 `xx`5 


`:.` The next number for given series `3,6,18,72` is `360`

2. Find Next Number in Series `1,4,9,16,25,?`

The given series is `1,4,9,16,25,?`

Series are based on square of a number `1=1^2,4=2^2,9=3^2,16=4^2,25=5^2`

`:.` The next number for given series `1,2,3,4,5` is `6`

`:.` Next possible number is `6^2=36`

`:.` The next number for given series `1,4,9,16,25` is `36`

3. Find Next Number in Series `1,9,17,33,49,73,?`

The given series is `1,9,17,33,49,73,?`

1917334973 97 
`+`8`+`8`+`16`+`16`+`24 `+`24 


`:.` The next number for given series `1,9,17,33,49,73` is `97`

 
1. Angle to Degree, Minute & Second Conversion
1. Convert Angle 117.748 to Degree Minute & Second

`117.748^circ`
` = 117^circ + 0.748^circ`
` = 117^circ + 0.748 xx (60')/(1 ^circ)`
` = 117^circ + 44.88'`
` = 117^circ + 44' + 0.88'`
` = 117^circ + 44' + 0.88 xx (60text{"})/(1')`
` = 117^circ + 44' + 52.8text{"}`
` = 117^circ 44' 53text{"}`
2. Degree Conversion
Degree to Radian
Radian to Degree

1. Convert 15 Radian to Radian

` "15 Radian" `` xx ``("180") / ("π")`` " = " `` "15 Radian" `` xx ``("180") / ("3.1416")`` " = " `` "859.4367 Degree" `

Degree =859.4367
Radian =15
 
3. Length Conversion
kilometer to meter
meter to decimeter, centimeter
centimeter to millimeter
mile to yard
yard to feet, inches
foot to inches
inch to centimeters
any to any

1. Convert 10 Kilometers to Meters

` "10 kilometers" `` xx ``("1000 meters") / ("1 kilometer")`` " = " `` "10000 meters" `

Kilometers=10
Meters=10000
Decimeters=100000
Centimeters=1000000
Millimeters=10000000
Miles=6.2137
Yards=10936.133
Feet=32808.399
Inches=393700.7874
4. Mass Conversion
kilogram to gram
gram to milligram,kilogram
metric ton to kilograms
metric ton to short ton
pound to ounces
kilogram to pounds
any to any

1. Convert 15 Kilograms to Grams

` "15 kilograms" `` xx ``("1000 grams") / ("1 kilogram")`` " = " `` "15000 grams" `

Kilograms=15
Grams=15000
Milligrams=15000000
Metric tons=0.015
Short Tons=0.0165
Pounds=33.069
Ounces=529.104
 
5. Money Conversion
Rupee to Paise
Paise to Rupee

1. Convert 5 Rupees to Paise

` "5 Rupees" `` xx ``("100 Paise") / ("1 Rupees")`` " = " `` "500 Paise" `

Rupees=5
Paise=500
6. Power Conversion
hoursepower to watt
watt to joule/second
hoursepower to joule/second
any to any

1. Convert 19 Horsepower to Watts

` "19 horsepower" `` xx ``("746 watts") / ("1 horsepower")`` " = " `` "14174 watts" `

Horsepower=19
Watt=14174
 
7. Speed Conversion
Kilometer/Hour to Meter/Second
Kilometer/Hour to Mile/Second
Meter/Second to Kilometer/Hour
Miles/Hour to Feet/Hour
any to any

1. Convert 10 Kilometers/Hour to Meters/Second

`("10 kilometer") / ("1 hour")`` xx ``("1000 meters") / ("1 kilometer")`` xx ``("1 hour") / ("3600 second")`` " = " `` "2.7778 meters/second" `

kilometers/hour=10
meters/hour=10000
meters/second=2.7778
miles/hour=6.2137
feet/hour=32808.336
8. Temperature Conversion
Celcius to Fernhit
Celcius to Kelvin
Fernhit to Celcius
any to any

1. Convert 19 C to F

We have Given, C = 19

We know that, F = (1.8 × C) + 32
Þ F = (1.8 × 19) + 32
Þ F = 34.2 + 32
Þ F = 66.2


Celcius =19
Kelvin =292.15
Fernhit =66.2
 
9. Time Conversion
Year to Month
Month to Week
Week to Day
Day to Hour
Hour to Minute
Minute to Second
any to any

1. Convert 30 Days to Minutes

` "30 days" `` xx ``("24 hours") / ("1 day")`` xx ``("60 minutes") / ("1 hour")`` " = " `` "43200 minutes" `

Years=0.0822
Months=1
Weeks=4.2857
Days=30
Hours=720
Minutes=43200
Seconds=2592000
10. Volume Conversion
quart to pint
pint to cup
cup to fluid ounce
fluid ounce to cubic inch
cubic inches to cubic foot
cubic foot to liters
liter to milliliter, cubic decimeter
milliliter to cubic centimeter
any to any

1. Convert 17 Liters to Milliliters

` "17 liters" `` xx ``("1000 milliliters") / ("1 liter")`` " = " `` "17000 milliliters" `

Gallons=4.4904
Quarts=17.9617
Pints=35.9234
Cups=71.8468
Fluid Ounces=574.7744
Cubic Inches=1037.2881
Cubic Feet=0.6003
Liters=17
Milliliters=17000
 
 
1. Decimal to Binary
(42)10 = (__________)2
(124)10 = (__________)2
(24.625)10 = (__________)2
(42.5)10 = (__________)2

1. Convert Decimal number (42)10 to Binary number

(42)10 = (_______)2

2|42|  





  
2|21|0 





 
2|10|1 





 
2|5|0 





 
2|2|1 





 
2|1|0 





 
|0|1 

∴ (42)10 = (101010)2
2. Decimal to Octal
(425)10 = (__________)8
(1425)10 = (__________)8
(3445.865)10 = (__________)8
(1423.25)10 = (__________)8

1. Convert Decimal number (425)10 to Octal number

(425)10 = (_______)8

8|425|  





  
8|53|1 





 
8|6|5 





 
|0|6 

∴ (425)10 = (651)8
 
3. Decimal to Hexadecimal
(1423)10 = (__________)16
(42356)10 = (__________)16
(4234.456)10 = (__________)16
(1234.567)10 = (__________)16

1. Convert Decimal number (1423)10 to Hexadecimal number

(1423)10 = (_______)16

16|1423|  





  
16|88|F 





 
16|5|8 





 
|0|5 

∴ (1423)10 = (58F)16
4. Binary to Decimal
(110101001)2 = (__________)10
(1100111101)2 = (__________)10
(11010.1001)2 = (__________)10
(11011.101001)2 = (__________)10

1. Convert Binary number (110101001)2 to Decimal number

(110101001)2 = (_______)10

110101001
= 1 × 20 + 0 × 21 + 0 × 22 + 1 × 23 + 0 × 24 + 1 × 25 + 0 × 26 + 1 × 27 + 1 × 28
= 1 × 1 + 0 × 2 + 0 × 4 + 1 × 8 + 0 × 16 + 1 × 32 + 0 × 64 + 1 × 128 + 1 × 256
= 425
∴ (110101001)2 = (425)10
 
5. Binary to Octal
(11011001)2 = (__________)8
(11110101001)2 = (__________)8
(111101.01001)2 = (__________)8
(11110101.00101001)2 = (__________)8

1. Convert Binary number (11011001)2 to Octal number

(11011001)2 = (_______)8


011 011 001
3 3 1

∴ (11011001)2 = (331)8
6. Binary to Hexadecimal
(11110101001)2 = (__________)16
(111101010110001)2 = (__________)16
(11110.101001)2 = (__________)16
(111101.1101001)2 = (__________)16

1. Convert Binary number (11110101001)2 to Hexadecimal number

(11110101001)2 = (_______)16


0111 1010 1001
7 A 9

∴ (11110101001)2 = (7A9)16
 
7. Octal to Decimal
(1534)8 = (__________)10
(12340)8 = (__________)10
(127.32)8 = (__________)10
(432.12)8 = (__________)10

1. Convert Octal number (1534)8 to Decimal number

(1534)8 = (_______)10

1534
= 4 × 80 + 3 × 81 + 5 × 82 + 1 × 83
= 4 × 1 + 3 × 8 + 5 × 64 + 1 × 512
= 860
∴ (1534)8 = (860)10
8. Octal to Binary
(4321)8 = (__________)2
(12345)8 = (__________)2
(123.45)8 = (__________)2
(7012.053)8 = (__________)2

1. Convert Octal number (4321)8 to Binary number

(4321)8 = (_______)2


4 3 2 1
100 011 010 001

∴ (4321)8 = (100011010001)2
 
9. Octal to Hexadecimal
(7012)8 = (__________)16
(123456)8 = (__________)16
(1234.567)8 = (__________)16
(703.056)8 = (__________)16

1. Convert Octal number (7012)8 to Hexadecimal number

First Method
(7012)8 = (_______)16

First Converting Base-8 to Base-2(7012)8 = (_______)2


7 0 1 2
111 000 001 010

∴ (7012)8 = (111000001010)2

Now Converting Base-2 to Base-16(111000001010)2 = (_______)16


1110 0000 1010
E 0 A

∴ (111000001010)2 = (E0A)16

∴ (7012)8 = (E0A)16

OR

Second Method
(7012)8 = (_______)16

First Converting Base-8 to Base-10(7012)8 = (_______)10

7012
= 2 × 80 + 1 × 81 + 0 × 82 + 7 × 83
= 2 × 1 + 1 × 8 + 0 × 64 + 7 × 512
= 3594
∴ (7012)8 = (3594)10

Now Converting Base-10 to Base-16(3594)10 = (_______)16

16|3594|  





  
16|224|A 





 
16|14|0 





 
|0|E 

∴ (3594)10 = (E0A)16
∴ (7012)8 = (E0A)16
10. Hexadecimal to Octal
(FC3A)16 = (__________)8
(ABCD)16 = (__________)8
(1524.03)16 = (__________)8
(BCF.52A)16 = (__________)8

1. Convert Hexadecimal number (FC3A)16 to Octal number

First Method
(FC3A)16 = (_______)8

First Converting Base-16 to Base-2(FC3A)16 = (_______)2


F C 3 A
1111 1100 0011 1010

∴ (FC3A)16 = (1111110000111010)2

Now Converting Base-2 to Base-8(1111110000111010)2 = (_______)8


001 111 110 000 111 010
1 7 6 0 7 2

∴ (1111110000111010)2 = (176072)8

∴ (FC3A)16 = (176072)8

OR

Second Method
(FC3A)16 = (_______)8

First Converting Base-16 to Base-10(FC3A)16 = (_______)10

FC3A
= A × 160 + 3 × 161 + C × 162 + F × 163
= 10 × 1 + 3 × 16 + 12 × 256 + 15 × 4096
= 64570
∴ (FC3A)16 = (64570)10

Now Converting Base-10 to Base-8(64570)10 = (_______)8

8|64570|  





  
8|8071|2 





 
8|1008|7 





 
8|126|0 





 
8|15|6 





 
8|1|7 





 
|0|1 

∴ (64570)10 = (176072)8
∴ (FC3A)16 = (176072)8
 
11. Hexadecimal to Binary
(A35)16 = (__________)2
(BBA)16 = (__________)2
(1085.FB)16 = (__________)2
(FC.3A)16 = (__________)2

1. Convert Hexadecimal number (A35)16 to Binary number

(A35)16 = (_______)2


A 3 5
1010 0011 0101

∴ (A35)16 = (101000110101)2
12. Hexadecimal to Decimal
(7036)16 = (__________)10
(BCA)16 = (__________)10
(A0.36)16 = (__________)10
(100.35)16 = (__________)10

1. Convert Hexadecimal number (BCA)16 to Decimal number

(BCA)16 = (_______)10

BCA
= A × 160 + C × 161 + B × 162
= 10 × 1 + 12 × 16 + 11 × 256
= 3018
∴ (BCA)16 = (3018)10
 
13. Decimal to Other
(1536)10 = (__________)6
(5336)10 = (__________)14
(45236)10 = (__________)24
(155436)10 = (__________)18

1. Convert Decimal number (383)10 to Base 20 number (_______)20

(383)10 = (_______)20

20|383|  





  
20|19|3 





 
|0|J 

∴ (383)10 = (J3)20
14. Other to Decimal
(155436)7 = (__________)10
(BA012)12 = (__________)10
(GH012)20 = (__________)10
(1230321)4 = (__________)10

1. Convert (64X)35 means 64X where its Base 35 to Decimal number

(64X)35 = (_______)10

64X
= X × 350 + 4 × 351 + 6 × 352
= 33 × 1 + 4 × 35 + 6 × 1225
= 7523
∴ (64X)35 = (7523)10
 
18. Tables
1. Addition table
2. Multiplication table rows and columns
3. Multiplication table 1 to 30
4. Roman table
5. Square table
6. Cube table
7. Power table
8. Roman table
9. Sin table
10. Cos table
11. Tan table
12. Sin, Cos, Tan table
13. Area formula
14. Volume formula
15. Factors formula
16. Number system conversion table
 
6. Place Value
Place Value
Gives you the place value of a number in the given number
Eg:- Given number = 123456 and find place value = 3 then
We have given no is 123456 and the place value of 3 is (3 × 1000) = 3000
7. Leap Year
Leap Year
Gives you the given year is leap year or not.
Eg:- Year = 2005 is not a leap year.

Also gives the list of leap years between given two years.
Eg:- Find Leap Years between the years 1955 and 2055

Leap Years Between the years 1955 and 2055 are given below...

1 : 1956
2 : 1960
3 : 1964
4 : 1968
5 : 1972
6 : 1976
7 : 1980
8 : 1984
9 : 1988
10 : 1992
11 : 1996
12 : 2000
13 : 2004
14 : 2008
15 : 2012
16 : 2016
17 : 2020
18 : 2024
19 : 2028
20 : 2032
21 : 2036
22 : 2040
23 : 2044
24 : 2048
25 : 2052
 

 
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