- 45/73 + 63/73 = ? Subtracting Common (Ordinary) Fractions, Online Calculator. Subtraction Operation Explained Step by Step
Fractions' subtraction: - 45/73 + 63/73 = ?
Perform the operation of calculating the fractions
All the fractions have equal denominators (the same denominator):
- This is the simplest and happiest case when we add or subtract fractions.
- We work only with their numerators and keep the common denominator.
- 45/73 + 63/73 =
( - 45 + 63)/73 =
18/73
Reduce (simplify) the fraction to its lowest terms equivalent:
- To reduce a fraction to its lowest terms equivalent: divide the numerator and denominator by their greatest common factor, GCF.
- A fraction that was reduced (simplified) to the lowest terms is one with the smallest possible numerator and denominator, one that can no longer be reduced, and it is called an irreducible fraction.
18/73 is already reduced to the lowest terms.
The numerator and denominator have no common prime factors.
- Their prime factorization:
- 18 = 2 × 32
- 73 is a prime number
- GCF (2 × 32; 73) = 1
Internal link » Reduce (simplify) common (ordinary) fractions to the lowest terms (to their simplest form equivalent), online calculator
Rewrite the fraction
As a decimal number:
Simply divide the numerator by the denominator, without a remainder, as shown below:
18/73 =
18 ÷ 73 ≈
0.246575342466 ≈
0.25
As a percentage:
- A percentage value p% is equal to the fraction: p/100, for any decimal number p. So, we need to change the form of the number calculated above, to show a denominator of 100.
- To do that, multiply the number by the fraction 100/100.
- The value of the fraction 100/100 = 1, so by multiplying the number by this fraction the result is not changing, only the form.