Added Egyptian Fractions implemented in Python.

README.md

@@ -57,6 +57,7 @@ Happy Open Sourcing!
 - [Modulo Square Root](algorithms/Maths/Modulo-Square-Root)
 - [Sum_of_fibonacci_numbers](algorithms/Maths/Sum_of_fibonacci_numbers)
 - [Check_if_given_number_is_Fibonacci_number](algorithms/maths/Check_if_given_number_is_Fibonacci_number)
+- [Find Egyptian Fractions for a given fraction](algorithms/Maths/Egyptian_Fractions)
 
 ### Sorting
 

algorithms/Maths/Egyptian_Fractions/Egyptian_fractions.py

@@ -0,0 +1,27 @@
+import math
+
+def EFN(nf , df):
+    if(nf > 0 or df > 0):
+        if(df % nf == 0)
+            print("1/" + str(df // nf))
+            return
+
+        if(nf % df == 0):
+            print("{}".format(int(nr // dr)))
+            return
+
+        if(df < nf):
+            print("{}".format(int(nf//df)),end=" + ")
+            EFN(nf % df, df)
+            return
+
+        if(nf < df):
+            p=math.ceil(df / nf)
+            print("1/{}".format(int(p)),end=" + ")
+            EFN((nf * p) - df, df * p)
+            return
+
+nr = int(input("Enter the Numerator: "))
+dr = int(input("Enter the Denominator: "))
+print("The Egyptian Fraction of %d / %d is: "%(nr , dr))
+EFN(nr , dr)

algorithms/Maths/Egyptian_Fractions/readme.md

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+# Egyptian Fractions
+Every positive fraction can be represented as sum of unique unit fractions. A fraction is unit fraction if numerator is 1 and denominator is a positive integer, for example 1/3 is a unit fraction. Such a representation is called Egyptian Fraction as it was used by ancient Egyptians.
+
+We will use _Greedy Method_ to tackle this problem.
+
+## Following are few examples:
+- Egyptian Fraction Representation of 2/3 is 1/2 + 1/6
+
+- Egyptian Fraction Representation of 6/14 is 1/3 + 1/11 + 1/231
+
+- Egyptian Fraction Representation of 12/13 is 1/2 + 1/3 + 1/12 + 1/156
+
+### Input Format
+- In the first line, input will be the **Numerator** of the fraction.
+
+- In the second line, input will be the **Denominator** of the fraction.
+
+
+
+### Output Format
+The Egyptian Fraction of %Numerator /%Denominator is:
+
+The Egyptian Fraction representation of the input fraction is now printed.
+
+
+### Sample Input
+```
+Enter the Numerator: 2
+Enter the Denominator: 3
+```
+
+### Sample Output
+```
+The Egyptian Fraction of 2/3 is: 1/2 + 1/6
+```
+### Implemented in:
+- [Python](egyptianfractions.py)
+
+