For the last (?) lecture tomorrow:

Question mark because the first bullet item:

• If it suits "everyone", we could schedule an extraordinary exam-problem solving session mid May (exam is the 20th).
  • That decision will affect the final problem set. (Which will include last year's exam if there is no such review.)
• Notes for tomorrow uploaded - in questionable quality, because the usual scanner is down, I will reupload a sharper one tomorrow.
  • Given the short time, I suggest that for the optimization parts you read pages 1-2 and then jump to 5 - because that clarifies exam expectations; that gives you an idea about how much of the rest you want to cover: 3-4 are more on optimization vs 6-7 which are essentially there because it is a nice application to review the implicit function theorem. (8-9 are an example you don't need to stress before the lecture.)
  • The Bernoulli differential equation is covered on the last two pages 10-11, one theory and one example.
• And, if you notice on the front page, there is an "updated" link text to "Differential eq's note 3 [a missing dot p6 added Easter 2019]". If printing out is your working mode, then you can add the dot to it ... 
  • I am very thankful to get misprints corrected! Bring'em on.