11. Which of the following statements about dividing rational algebraic expressions is true?
A. The quotient of two rational algebraic expressions is the product of the numerators divided by the product of the denominators.
B. The quotient of two rational algebraic expressions is the product of the denominators divided by the product of the numerators.
C. The quotient of two rational algebraic expressions is the product of the dividend and the reciprocal of the divisor.
D. The quotient of two rational algebraic expressions is the product of the divisor and the reciprocal of the dividend.
A. The quotient of two rational algebraic expressions is the product of the numerators divided by the product of the denominators.
B. The quotient of two rational algebraic expressions is the product of the denominators divided by the product of the numerators.
C. The quotient of two rational algebraic expressions is the product of the dividend and the reciprocal of the divisor.
D. The quotient of two rational algebraic expressions is the product of the divisor and the reciprocal of the dividend.
Answers & Comments
Answer:
D. The quotient of two rational algebraic expressions is the product of the divisor and the reciprocal of the dividend.
Answer:
D. The quotient of two rational algebraic expressions is the product of the divisor and the reciprocal of the dividend.
Explanation:
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