Description
This PowerPoint™ presentation lesson about the derivative of inverse trig function functions has 5 examples (each with a You-Try) and 10 homework problems that can be given to your calculus students as a worksheet or as a self-grading google form.
The lesson begins with the derivation of the derivatives of inverse sine, cosine, and tangent only. Inverse cotangent is used in the lesson, but inverse secant and cosecant are not. Example #1 is a derivative at a point, example #2 uses the limit definition of a derivative, example #3 uses “arc” as the notation along with chain rule, example #4 is chain rule with algebraic manipulation, and example #5 combines chain with product rule.
Contents
PowerPoint presentation: This slide presentation is about 60 slides long, but many slides are titles or answers or only meant to be shown for a couple of seconds. The warm-up comprises the first 17 slides. As with any PowerPoint, you can delete any slides that do not fit your needs. For help with how to convert PowerPoints into Google Slides presentations, see the last page of this document.
Student Notes: Pages 3 and 4 of the pdf are the notes worksheet that corresponds to the presentation. Please print out pages 3-4 for your students to follow along with the ppt lesson.
Practice assignment: The practice set of 10 questions is on page 5, and the key is included on page 6 of the pdf. Your purchase of this product also includes a link (on page 7) to a self-grading Google Form with the practice set embedded in so that your students have somewhere to put their answers which allows for an immediate score on their work. If you need any help, please let me know.
208 Inverse Trig Function Derivatives - Calculus PowerPoint & Google Form
Highlights
Description
This PowerPoint™ presentation lesson about the derivative of inverse trig function functions has 5 examples (each with a You-Try) and 10 homework problems that can be given to your calculus students as a worksheet or as a self-grading google form.
The lesson begins with the derivation of the derivatives of inverse sine, cosine, and tangent only. Inverse cotangent is used in the lesson, but inverse secant and cosecant are not. Example #1 is a derivative at a point, example #2 uses the limit definition of a derivative, example #3 uses “arc” as the notation along with chain rule, example #4 is chain rule with algebraic manipulation, and example #5 combines chain with product rule.
Contents
PowerPoint presentation: This slide presentation is about 60 slides long, but many slides are titles or answers or only meant to be shown for a couple of seconds. The warm-up comprises the first 17 slides. As with any PowerPoint, you can delete any slides that do not fit your needs. For help with how to convert PowerPoints into Google Slides presentations, see the last page of this document.
Student Notes: Pages 3 and 4 of the pdf are the notes worksheet that corresponds to the presentation. Please print out pages 3-4 for your students to follow along with the ppt lesson.
Practice assignment: The practice set of 10 questions is on page 5, and the key is included on page 6 of the pdf. Your purchase of this product also includes a link (on page 7) to a self-grading Google Form with the practice set embedded in so that your students have somewhere to put their answers which allows for an immediate score on their work. If you need any help, please let me know.
