Translate the verbal phrase into a mathematical expression. Use x to represent the unknown number.
-The quotient of 21 and ten times a nonzero number

A) $\frac{10}{21 x}(x \neq 0)$

B) $\frac{21}{10 x}(x=0)$

C) $\frac{21}{10 x}(x \neq 0)$

D) $\frac{21}{10+x}(x \neq 0)$

Question

Translate the verbal phrase into a mathematical expression. Use x to represent the unknown number.
-The quotient of 21 and ten times a nonzero number

A) $\frac{10}{21 x}(x \neq 0)$

B) $\frac{21}{10 x}(x=0)$

C) $\frac{21}{10 x}(x \neq 0)$

D) $\frac{21}{10+x}(x \neq 0)$

Quizplus · Accepted Answer

The phrase "The quotient of 21 and ten times a nonzero number" translates to dividing 21 by 10 times a variable (x), which is represented as $\frac{21}{10x}$, with the condition that $x \neq 0$ to avoid division by zero.

Translate the Verbal Phrase into a Mathematical Expression 1021x(x≠0)\frac{10}{21 x}(x \neq 0)21x10​(x=0)

Translate the Verbal Phrase into a Mathematical Expression $\frac{10}{21 x}(x \neq 0)$