6) Which of the following are equivalent ratios to $$ 3: 7 $$ ? select all that apply or write none. a. 6 to 14 b. $$ 14: 6 $$ c. $$ 12: 28 $$ d. 15 to 35

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UpStudy AI · Accepted Answer

To determine which of the given options are equivalent ratios to $$ 3:7 $$, we can simplify each option and compare it to $$ 3:7 $$.

1. **Option a: 6 to 14**
   - This can be written as the ratio $$ 6:14 $$.
   - Simplifying $$ 6:14 $$ gives $$ \frac{6}{14} = \frac{3}{7} $$.
   - This is equivalent to $$ 3:7 $$.

2. **Option b: $$ 14:6 $$**
   - This is the ratio $$ 14:6 $$.
   - Simplifying $$ 14:6 $$ gives $$ \frac{14}{6} = \frac{7}{3} $$.
   - This is not equivalent to $$ 3:7 $$.

3. **Option c: $$ 12:28 $$**
   - This is the ratio $$ 12:28 $$.
   - Simplifying $$ 12:28 $$ gives $$ \frac{12}{28} = \frac{3}{7} $$.
   - This is equivalent to $$ 3:7 $$.

4. **Option d: 15 to 35**
   - This can be written as the ratio $$ 15:35 $$.
   - Simplifying $$ 15:35 $$ gives $$ \frac{15}{35} = \frac{3}{7} $$.
   - This is equivalent to $$ 3:7 $$.

Based on the analysis, the equivalent ratios to $$ 3:7 $$ are:

- a. 6 to 14
- c. $$ 12:28 $$
- d. 15 to 35

So the final answer is: **a, c, d**.
The equivalent ratios to $$ 3:7 $$ are a. 6 to 14, c. $$ 12:28 $$, and d. 15 to 35.

Which of the following are equivalent
ratios to ? select all that apply or write
none.
a. 6 to 14
b.
c.
d. 15 to 35

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Which of the following are equivalent ratios to ? select all that apply or write none. a. 6 to 14 b. c. d. 15 to 35