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https://math.answers.com/other-math/Can_you_add_two_irrational_numbers_to_get_an_rational_number

Can you add two irrational numbers to get an rational number? - Answers

NoA rational number is a one that can be written as a fraction i.e a/b. where a and be are integers (whole numbers)Considera/b and c/d. Where a b c and d are integers and as such rational numbersa/b + c/d = (ad + bd)/cdad, bd and cd will all be integers and as such a/b + c/d will always be rational



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Can you add two irrational numbers to get an rational number? - Answers

https://math.answers.com/other-math/Can_you_add_two_irrational_numbers_to_get_an_rational_number

NoA rational number is a one that can be written as a fraction i.e a/b. where a and be are integers (whole numbers)Considera/b and c/d. Where a b c and d are integers and as such rational numbersa/b + c/d = (ad + bd)/cdad, bd and cd will all be integers and as such a/b + c/d will always be rational



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https://math.answers.com/other-math/Can_you_add_two_irrational_numbers_to_get_an_rational_number

Can you add two irrational numbers to get an rational number? - Answers

NoA rational number is a one that can be written as a fraction i.e a/b. where a and be are integers (whole numbers)Considera/b and c/d. Where a b c and d are integers and as such rational numbersa/b + c/d = (ad + bd)/cdad, bd and cd will all be integers and as such a/b + c/d will always be rational

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      NoA rational number is a one that can be written as a fraction i.e a/b. where a and be are integers (whole numbers)Considera/b and c/d. Where a b c and d are integers and as such rational numbersa/b + c/d = (ad + bd)/cdad, bd and cd will all be integers and as such a/b + c/d will always be rational
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