5 Am I doing this right? COVID death probability and reality among House and Senate members. (media.patriots.win) posted 48 days ago by k614 48 days ago by k614 +5 / -0 7 comments share 7 comments share save hide report block hide child comments Comments (7) sorted by: top new old worst ▲ 1 ▼ – NickAtNight 1 point 48 days ago +1 / -0 No. permalink save report block reply ▲ 1 ▼ – k614 [S] 1 point 48 days ago +1 / -0 You have to give me a minute to type out the text underneath an image post. LOL permalink parent save report block reply ▲ 1 ▼ – NickAtNight 1 point 38 days ago +1 / -0 Okay. Type away. permalink parent save report block reply ▲ 1 ▼ – k614 [S] 1 point 48 days ago +1 / -0 There were 418,000 deaths for ages 65 and older in U.S. 54,000,000 adults in the U.S. are age 65 or older. This would turn out to be 0.77% of the 65+ older population who supposedly died of COVID. The Senate has 50 members who are 65+ older. The House has 138 members who are 65+ older. The binomial probability of having exactly 0 deaths would be 23% given the number of house and Senate members who are 65+ and older. Another STATISTICAL UNLIKELIHOOD. Damn, add that to the list of statistical unlikelihoods. permalink save report block reply ▲ -3 ▼ – deleted -3 points 48 days ago +1 / -4 ▲ 1 ▼ – k614 [S] 1 point 48 days ago +1 / -0 Please enlighten newly handshake account. permalink parent save report block reply ▲ -3 ▼ – deleted -3 points 48 days ago +1 / -4
No.
You have to give me a minute to type out the text underneath an image post. LOL
Okay. Type away.
There were 418,000 deaths for ages 65 and older in U.S.
54,000,000 adults in the U.S. are age 65 or older.
This would turn out to be 0.77% of the 65+ older population who supposedly died of COVID.
The Senate has 50 members who are 65+ older.
The House has 138 members who are 65+ older.
The binomial probability of having exactly 0 deaths would be 23% given the number of house and Senate members who are 65+ and older.
Another STATISTICAL UNLIKELIHOOD.
Damn, add that to the list of statistical unlikelihoods.
Please enlighten newly handshake account.