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28:09 "weeeeee" XD. thank u asher for lighting up the mood
Agreed, great part!
00:00 Max and min Values02:00 Example 104:06 Example 205:24 Example 306:30 Example 410:56 Extreme Value Theorem12:06 Fermat's Theorem14:55 Example 516:30 Example 618:00 Critical Numbers18:40 Example 721:50 Example 825:10 Example 933:54 Example 10
that weee was iconic
@Asher Roberts can you represent (2n+1)pi as 3npi?
No, since that would not provide all odd multiples of pi needed, and would also provide some undesired even multiples of pi. For example, for n=1, 2, 3, 3npi becomes 3pi, 6pi, 9pi, while (2n+1)pi becomes 3pi, 5pi, 7pi.
In example 10, I think he wrote abs min instead of abs max for f(5pi/3).
Yeah, I made a typo in Example 9 (b) when I accidentally wrote min twice. I should have written max the second time I wrote min.
which calculator do you use?
I use an emulator for the TI-84 Plus CE.
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28:09 "weeeeee" XD. thank u asher for lighting up the mood
Agreed, great part!
00:00 Max and min Values
02:00 Example 1
04:06 Example 2
05:24 Example 3
06:30 Example 4
10:56 Extreme Value Theorem
12:06 Fermat's Theorem
14:55 Example 5
16:30 Example 6
18:00 Critical Numbers
18:40 Example 7
21:50 Example 8
25:10 Example 9
33:54 Example 10
that weee was iconic
@Asher Roberts can you represent (2n+1)pi as 3npi?
No, since that would not provide all odd multiples of pi needed, and would also provide some undesired even multiples of pi. For example, for n=1, 2, 3, 3npi becomes 3pi, 6pi, 9pi, while (2n+1)pi becomes 3pi, 5pi, 7pi.
In example 10, I think he wrote abs min instead of abs max for f(5pi/3).
Yeah, I made a typo in Example 9 (b) when I accidentally wrote min twice. I should have written max the second time I wrote min.
which calculator do you use?
I use an emulator for the TI-84 Plus CE.