Translate to an equation. Do not solve. $$ 101 \% $$ of what number is $$ 16 ? $$ What does "of" translate to? A. " $$ = $$ " B. " $$ imes \frac{1}{100} $$ " or " $$ imes 0.01 $$ " C. " $$ \cdot $$ " or " $$ imes $$ " D. any letter

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Translate to an equation. Do not solve. $$ 101 \% $$ of what number is $$ 16 ? $$ What does "of" translate to? A. " $$ = $$ " B. " $$ 	imes \frac{1}{100} $$ " or " $$ 	imes 0.01 $$ " C. " $$ \cdot $$ " or " $$ 	imes $$ " D. any letter

UpStudy AI · Accepted Answer

To translate the statement "101% of what number is 16?" into an equation, we can break it down as follows:

1. **Identify the unknown number**: Let's denote the unknown number as $$ x $$.
2. **Translate "101% of x"**: The phrase "101% of" translates to multiplying $$ x $$ by $$ 101\% $$. In mathematical terms, this is $$ 1.01 \times x $$ (since $$ 101\% = \frac{101}{100} = 1.01 $$).
3. **Translate "is"**: The word "is" translates to an equals sign $$ = $$.
4. **Translate "16"**: This is simply the number $$ 16 $$.

Putting it all together, the equation becomes:

$$
1.01 \times x = 16
$$

Now, regarding the question about what "of" translates to, the correct answer is:

C. " $$ \cdot $$ " or " $$ \times $$ "

This is because "of" indicates multiplication in this context.
"Of" translates to multiplication, so the equation is $$ 1.01 \times x = 16 $$.

Translate to an equation. Do not solve. \( 101 \% \) of what number is \( 16 ? \) What does "of" translate to? A. " \( = \) " B. " \( \times \frac{1}{100} \) " or " \( \times 0.01 \) " C. " \( \cdot \) " or " \( \times \) " D. any letter

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