If the sum of two rational numbers is divided by the product of these two rational numbers, the quotient is equal to 0, then these two rational numbers () A. reciprocal B. opposite numbers C. There is a number 0 D. opposite to each other and not zero If the sum of two rational numbers is divided by the product of these two rational numbers, the quotient is equal to 0, then these two rational numbers () A. reciprocal B. opposite numbers C. There is a number 0 D. Opposite to each other and not zero

If the sum of two rational numbers is divided by the product of these two rational numbers, the quotient is equal to 0, then these two rational numbers () A. reciprocal B. opposite numbers C. There is a number 0 D. opposite to each other and not zero If the sum of two rational numbers is divided by the product of these two rational numbers, the quotient is equal to 0, then these two rational numbers () A. reciprocal B. opposite numbers C. There is a number 0 D. Opposite to each other and not zero

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Is the sum, difference, product, quotient, or rational number of any two nonzero rational numbers Another question: Is the sum, difference, product, quotient, or irrational number of any two irrational numbers?

The sum, difference, product, quotient, or rational number of any two nonzero rational numbers, because they can all be expressed in fractions
The sum of any two irrational numbers (if not negative) is still an irrational number
Poor, product, quotient not necessarily