Please help.
2/3 people surveyed prefered super-popper popcorn.
7036/10554 people surveyed prefered super-popper popcorn.
Twice as many people surveyed prefered super-popper popcorn.
3518 more people prefered super-popper popcorn.
How are the numbers in each advertisement compared? Which advertisement is most effective? Explain.
To compare the numbers in each advertisement, we can analyze the proportions and differences provided. Let's break down each piece of information:
1. "2/3 people surveyed preferred super-popper popcorn."
This statement suggests that out of the total number of people surveyed, 2/3 or two-thirds preferred super-popper popcorn. However, we don't have the total number of people surveyed in this case.
2. "7036/10554 people surveyed preferred super-popper popcorn."
This fraction shows that out of 10,554 people surveyed, 7,036 preferred super-popper popcorn.
3. "Twice as many people surveyed preferred super-popper popcorn."
This phrase indicates that the number of people who preferred super-popper popcorn is double the number who preferred another option. However, we don't have specific numbers to calculate proportions yet.
4. "3518 more people preferred super-popper popcorn."
This statement reveals that there were 3,518 additional people who preferred super-popper popcorn compared to the other option. Again, we don't know the specific numbers yet.
Based on the information provided, it is challenging to determine which advertisement is the most effective without additional clarifications. However, if we were to assume that all advertisements were targeting the same number of people, comparing the proportions in the second statement (7,036/10,554) indicates that approximately 66.7% of the surveyed population preferred super-popper popcorn.
To accurately evaluate the effectiveness of each advertisement, we would need further details like the total number of people surveyed in each case. Additionally, factors such as sample size, demographic biases, and other variables could influence the results.