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https://math.answers.com/math-and-arithmetic/Can_any_ratio_be_written_as_a_complex_ratio

Can any ratio be written as a complex ratio? - Answers

Yes, any real ratio can be expressed as a complex ratio by representing it in the form of a complex number. For example, a real ratio ( a:b ) can be written as the complex number ( a + bi ), where ( b ) is set to zero, resulting in ( a + 0i ). Thus, while all real ratios can be represented as complex ratios, not all complex ratios are purely real.



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Can any ratio be written as a complex ratio? - Answers

https://math.answers.com/math-and-arithmetic/Can_any_ratio_be_written_as_a_complex_ratio

Yes, any real ratio can be expressed as a complex ratio by representing it in the form of a complex number. For example, a real ratio ( a:b ) can be written as the complex number ( a + bi ), where ( b ) is set to zero, resulting in ( a + 0i ). Thus, while all real ratios can be represented as complex ratios, not all complex ratios are purely real.



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https://math.answers.com/math-and-arithmetic/Can_any_ratio_be_written_as_a_complex_ratio

Can any ratio be written as a complex ratio? - Answers

Yes, any real ratio can be expressed as a complex ratio by representing it in the form of a complex number. For example, a real ratio ( a:b ) can be written as the complex number ( a + bi ), where ( b ) is set to zero, resulting in ( a + 0i ). Thus, while all real ratios can be represented as complex ratios, not all complex ratios are purely real.

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      Yes, any real ratio can be expressed as a complex ratio by representing it in the form of a complex number. For example, a real ratio ( a:b ) can be written as the complex number ( a + bi ), where ( b ) is set to zero, resulting in ( a + 0i ). Thus, while all real ratios can be represented as complex ratios, not all complex ratios are purely real.

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