Fraction Operations:
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Definition: This calculator performs basic arithmetic operations (addition, subtraction, multiplication, division) on fractions and simplifies the results.
Purpose: It helps students, teachers, and professionals quickly solve fraction problems with step-by-step simplification.
The calculator uses standard fraction arithmetic rules:
Explanation: The calculator first converts mixed numbers to improper fractions if needed, performs the operation, then simplifies the result using the greatest common divisor (GCD).
Details: Understanding fraction operations is fundamental in mathematics, essential for algebra, measurements, ratios, and real-world applications like cooking and construction.
Tips: Enter fractions in a/b format (e.g., 3/4). Whole numbers can be entered as n/1 (e.g., 5/1) or just n. Select the operation and click Calculate.
Q1: Can I enter mixed numbers?
A: Currently, enter as improper fractions (e.g., 1 1/2 as 3/2) or decimals.
Q2: How does simplification work?
A: The calculator finds the GCD of numerator and denominator and divides both by it.
Q3: What if I get a zero denominator?
A: The calculator shows an error as division by zero is undefined.
Q4: Why see the decimal equivalent?
A: It helps understand the fraction's value and verify calculations.
Q5: Can I enter negative fractions?
A: Yes, place the negative sign before the numerator (e.g., -1/2).