Derivatives of Trig Functions Notes Part 1

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•

Mathematics

•

12th Grade

•

Easy

Kelly Rocco

Used 1+ times

FREE Resource

7 Slides • 4 Questions

Derivatives of Trig Functions Part 1

Notes & Practice

Directions: Find the notes for today, watch the video, and complete the practice problems.

Now...

Complete ALL of Part 1.

When you are finished, check your work on the next slide.

Check your answers to Part 1.

Be sure to correct any mistakes as these are your notes to refer back to.

Now...

Complete ALL of Part 2.

When you are finished, check your work on the next slide.

Check your

answers to Part 2.

Be sure to correct any mistakes as these are your notes to refer back to.

Match

Match the following derivatives.

$f'\left(x\right)=\cos\ x$

$f'\left(x\right)=-\sin\ x$

$f'\left(x\right)=\sec^2x$

f(x) = sin x

f(x) = cos x

f(x) = tan x

Match

Match the following derivatives.

$f'\left(x\right)=-\csc x\cot x$

$f'\left(x\right)=\sec x\tan x$

$f'\left(x\right)=-\csc^2x$

f(x) = csc x

f(x) = sec x

f(x) = cot x

Fill in the Blanks

Complete Part 3: Mixed Derivatives Practice

In the box below, type: YAYTRIG

Then upload a picture of your work for just PART 3 so you can receive full credit!

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Derivatives of Trig Functions Part 1

Notes & Practice

Directions: Find the notes for today, watch the video, and complete the practice problems.

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