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How do you Proving fractions algebraically? - Answers
To prove fractions algebraically, you typically show that two fractions are equivalent by manipulating their numerators and denominators using algebraic operations. This can involve cross-multiplying to check if the products are equal or simplifying both fractions to a common form. Additionally, you can use properties of equality and arithmetic operations to demonstrate that the fractions yield the same value. Ultimately, the goal is to establish a clear relationship between the two fractions through algebraic reasoning.
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How do you Proving fractions algebraically? - Answers
To prove fractions algebraically, you typically show that two fractions are equivalent by manipulating their numerators and denominators using algebraic operations. This can involve cross-multiplying to check if the products are equal or simplifying both fractions to a common form. Additionally, you can use properties of equality and arithmetic operations to demonstrate that the fractions yield the same value. Ultimately, the goal is to establish a clear relationship between the two fractions through algebraic reasoning.
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How do you Proving fractions algebraically? - Answers
To prove fractions algebraically, you typically show that two fractions are equivalent by manipulating their numerators and denominators using algebraic operations. This can involve cross-multiplying to check if the products are equal or simplifying both fractions to a common form. Additionally, you can use properties of equality and arithmetic operations to demonstrate that the fractions yield the same value. Ultimately, the goal is to establish a clear relationship between the two fractions through algebraic reasoning.
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