Need to simplify the fraction 42/23? In our straightforward guide, we'll show you how to reduce 42/23 to its simplest form. Simplifying, or reducing a fraction to its lowest terms, is easy with our step-by-step instructions.
Understand The Fraction 42/23
42/23 is a fraction with 42 as the numerator and 23 as the denominator. This fraction is already in its simplest form because there are no common factors between 42 and 23 other than 1.The reason behind this is the lack of common factors between 42 and 23, apart from the number 42 itself. In mathematical terms, a common factor is a number that can divide two or more numbers without leaving any remainder. Since 1 is the only divisor that both 42 and 23 share (as every number is divisible by 1), there are no further simplifications or reductions possible for the fraction 42/23.
Find the Greatest Common Divisor (GCD)
Normally, we would find the GCD of the numerator and denominator to simplify a fraction. However, for 42/23, the GCD of 42 and 23 is 1, indicating the fraction is already as simple as it can be.
Why 42/23 Cannot Be Simplified
Since the GCD is 1, we realize that the fraction:
remains the same.
Answer
Therefore, 42/23 is already in its simplest form and cannot be simplified further.
Conclusion
The fraction 42/23 is already in its simplest form, as its numerator and denominator have no common factors other than 1. And there you go! You're now fully equipped with the knowledge to simplify 42/23 to its simplest form. I hope the process was clear and that you feel confident applying these techniques to simplify other fractions independently.
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