In a certain survey of 1,007 adults, $$ 86 \% $$ reported having more than one television at home. Find the actual number of respondents corresponding to the given percentage. The number of adults who reported having more than one television at home is 667 . (Round to the nearest integer as needed.)

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Given that in a survey of 1,007 adults, 86% reported having more than one television at home, we can calculate the actual number of respondents corresponding to this percentage.

Let's denote the number of respondents who reported having more than one television at home as $$ x $$.

We know that the percentage of respondents who reported having more than one television at home is 86%, so we can set up the equation:

$$ \frac{x}{1007} = 0.86 $$

To find the actual number of respondents, we can solve for $$ x $$ by multiplying both sides of the equation by 1007:

$$ x = 0.86 \times 1007 $$

Now, we can calculate the value of $$ x $$ to find the actual number of respondents who reported having more than one television at home.
Calculate the value by following steps:
- step0: Calculate:
  $$0.86\times 1007$$
- step1: Multiply the numbers:
  $$866.02$$
The actual number of respondents who reported having more than one television at home is approximately 866.02. Rounding to the nearest integer, the actual number of respondents is 866.
Approximately 866 adults reported having more than one television at home.

In a certain survey of 1,007 adults, \( 86 \% \) reported having more than one television at home. Find the actual number of respondents corresponding to the given percentage. The number of adults who reported having more than one television at home is 667 . (Round to the nearest integer as needed.)

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