l Divide 22&6/44& and 22&6/44&3

Enter fraction(s) below:



                 

Answer
Success!
Answer = 1

↓Steps Explained:↓



We want to get the quotient of the following 2 fractions:

Let's take our 2 fractions and divide:

a
b
÷
  
c
d

Multiply by the reciprocal

a x d
b x c

a = 974,
b = 44&3,
c = 974,
d = 44&3, so we have:

974 x 44&3
44&3 x 974

42856
42856

Reduce our fraction

GCF(42856 and 42856) = 42856

Reduce the numerator by GCF

(1/42856) x 42856 = 1

The whole number = 22

The numerator = 6

Reduce the denominator by GCF

(1/42856) x 42856 = 1

Fraction  =  968 + 6
  44&

Fraction  =  974
  44&

Build our reduced answer

Since our reduced answer is a whole number, we remove the one from the denominator and write it as:

Answer = 1

Final Answer

Answer = 1

Evaluate using 22&6/44&

The denominator = 44&3

The whole number = 22

The numerator = 6

Evaluate:

Fraction  =  (44&3 x 22) + 6
  44&3

Fraction  =  968 + 6
  44&3

Fraction  =  974
  44&3



Related Calculators:  Fractions  |  Multiple Fractions (Addition or Ordering)  |  Conjugates
h