does the table of values represent an inverse variation? explain.

| x | $-\frac{1}{4}$ | $-\frac{1}{2}$ | $\frac{1}{3}$ | 2 | 5 | 11 |
|-----|----------------|----------------|---------------|-----|-----|-----|
| y | $\frac{9}{}$ (partially obscured) | -9 | 6 | 36 | 90 | 198 |

choose the correct answer below.

$\bigcirc$ a. no, the table does not represent an inverse variation because the product of each pair of values is not the same.
$\bigcirc$ b. no, the table does not represent an inverse variation because the quotient of each pair of values is not the same.
$\bigcirc$ c. yes, the table represents an inverse variation because the quotient of each pair of values is the same.
$\bigcirc$ d. yes, the table represents an inverse variation because the product of each pair of values is the same.

Question

does the table of values represent an inverse variation? explain.

| x   | $-\frac{1}{4}$ | $-\frac{1}{2}$ | $\frac{1}{3}$ | 2   | 5   | 11  |
|-----|----------------|----------------|---------------|-----|-----|-----|
| y   | $\frac{9}{}$ (partially obscured) | -9             | 6             | 36  | 90  | 198 |

choose the correct answer below.

$\bigcirc$ a. no, the table does not represent an inverse variation because the product of each pair of values is not the same.
$\bigcirc$ b. no, the table does not represent an inverse variation because the quotient of each pair of values is not the same.
$\bigcirc$ c. yes, the table represents an inverse variation because the quotient of each pair of values is the same.
$\bigcirc$ d. yes, the table represents an inverse variation because the product of each pair of values is the same.

Accepted Answer

# Answer:
D. Yes, the table represents an inverse variation because the product of each pair of values is the same

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