In a certain survey of 1,907 adulls, \( 35 \% \) reported having more than one television at home. Find the actual number of responderts comesponding io the given percertiage. The number of adults who reported having more than one television at home is (Pound to the nearest inleggr as needed)

To find the actual number of respondents who reported having more than one television at home, you can simply multiply the total number of adults surveyed by the percentage that reported having more than one TV. This calculation goes like this: \[ 1,907 \times 0.35 = 666.45 \] When rounding to the nearest integer, we get 666. Therefore, approximately 666 adults reported having more than one television at home. Want to throw some additional context into the mix? The rise of multiple TV sets in homes can actually be traced back to advancements in technology and changes in consumer behavior. Starting in the 1980s, as TVs became cheaper and more accessible, families began having more than one to accommodate individual tastes—just think about how it’s not uncommon now to have a TV in the living room, bedroom, and even the kitchen! So, what does this mean in everyday life? More TVs mean more choices for family members, but it can also lead to those classic family debates about what to watch! While one kid is engrossed in cartoons, the other might be keen on that latest blockbuster, leading to some excellent practice in negotiation skills—for those blissful moments when everyone finally settles on a movie together!