Derivatives of Trigonometry Functions from First Principles
SAT Score Range
•
4 sessions
•
HB
Z-
SH
+6
This series ended on November 28, 2023. All 1:1 and group chats related to this series are disabled 7 days after the last session.
About
Hate memorizing? Me too. The goal of this series is to avoid it at all costs.
Starting from as basic as I can go, we will build the functions and their inverses and then take their derivatives.
The goal of this series is to give you some basic shape patterns that you can use to build everything from scratch in a matter of minutes, so you don't need to memorize them for your tests.
Tutored by
Schedule
✋ ATTENDANCE POLICY
Please let me know if you won't be coming.
SESSION 1
7
Nov
SESSION 1
Differentiation: definition and basic derivative rules
Differentiation: definition and basic derivative rules
Tue 12:00 AM - 12:45 AM UTCNov 7, 12:00 AM - 12:45 AM UTC
I will give you a series of challenges that will get you to build the trig functions from scratch, find specific values, and find the derivative of sinx, cosx and tanx geometrically.
SESSION 2
14
Nov
SESSION 2
Differentiation: composite, implicit, and inverse functions
Differentiation: composite, implicit, and inverse functions
Tue 12:00 AM - 12:45 AM UTCNov 14, 12:00 AM - 12:45 AM UTC
I will give you a series of challenges to figure out the derivatives of secx, cotx, cscx, and the inverses of each function.
SESSION 3
20
Nov
SESSION 3
Infinite sequences and series
Infinite sequences and series
Mon 11:00 PM - Tue, 12:00 AM UTCNov 20, 11:00 PM - Nov 21, 12:00 AM UTC
Using the values we determined and our knowledge of derivatives in the first episode, to probe these functions further and figure out their values to arbitrary accuracy.
This will likely be a 2 or 3 parter.
SESSION 4
28
Nov
SESSION 4
Infinite sequences and series
Infinite sequences and series
Tue 12:00 AM - 1:00 AM UTCNov 28, 12:00 AM - 1:00 AM UTC
Using the values we determined and our knowledge of derivatives in the first episode, to probe these functions further and figure out their values to arbitrary accuracy.
This will likely be a 2 or 3 parter.