Gallup polls Americans on their confidence in American institutions, publishing results every summer (see 2023, 2022, 2021).
The number of Americans who report a "great deal" or "quite a lot" of confidence in newspapers has declined from an all-time high of 51% in 1979 to 18% in 2023, the second lowest score after 2022's rating of 16%.
Will Gallup polling show a decline (i.e. 17% or less) in Americans' confidence in newspapers in 2024?
More questions on Americans' confidence in US institutions:
1,000🏅 Top traders
| # | Name | Total profit |
|---|---|---|
| 1 | Ṁ2,046 | |
| 2 | Ṁ243 | |
| 3 | Ṁ105 | |
| 4 | Ṁ57 | |
| 5 | Ṁ50 |
How are you weighting this? The way I read it, there was 0% net gain in confidence, and 3% net loss in confidence, which of course leads to a decline of 3%.
Assuming a simple and reasonable weighting of Great Deal = 2, Quite a lot = 1, Some = 0, Very Little = -1:
2023 has a score of 24 - 42 = -18. 2024 has a score of 25 - 45 = -20.
Therefore confidence in newspapers declined in 2024
Gallup has a simple/consistent methodology, as cited in the description:
> "The number of Americans who report a "great deal" or "quite a lot" of confidence in newspapers has declined from an all-time high of 51% in 1979 to 18% in 2023, the second lowest score after 2022's rating of 16%."
Confidence is the sum of the % who report a "great deal" or "quite a lot". In 2023, that was 6+12 = 18%. In 2024, 7+11=18%. Thus, there was no decline (17% or less).
But @cash didn't choose a weighting—this is how Gallup defines their headline number (hence 18% being used as the bar). That's how you got "18%" for 2023 (and 18% for 2024).