From c9d8a1c99c2d76bc17c7652acd6c8365c935fd3b Mon Sep 17 00:00:00 2001 From: Jun Allard Date: Wed, 10 Apr 2024 11:51:31 -0700 Subject: [PATCH] update problem 3 contemporary --- ProblemSets_PartI/Math227C20Sp_P3.tex | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/ProblemSets_PartI/Math227C20Sp_P3.tex b/ProblemSets_PartI/Math227C20Sp_P3.tex index c822ff8..a63459c 100644 --- a/ProblemSets_PartI/Math227C20Sp_P3.tex +++ b/ProblemSets_PartI/Math227C20Sp_P3.tex @@ -40,9 +40,9 @@ %%%%%%%%%%%%%% PROBLEM %%%%%%%%%%%%%%%%%% %\item -Thanks to social distancing and vaccine rollout, UCI has entered Phase III Research, and biologists are allowed back in their labs. +%Thanks to social distancing and vaccine rollout, UCI has entered Phase III Research, and biologists are allowed back in their labs. -In the old days, it used to rain in California. +%In the old days, it used to rain in California. Suppose a biologist possesses $4$ umbrellas which he employs in going from his home to his lab and vice versa. If he is at home (lab) at the beginning (end) of his day and it is raining, then he will take an umbrella with him to the lab (home), provided there is one to be taken. If it is not raining, then he never takes an umbrella. Assume that, independent of the past, it rains at the beginning (end) of a day with probability $p=0.1$.