6.4 Exploring Transformation of Sinusoidal functions

πŸ“– Chapter 6 Sinusoidal Functions
πŸ“„ Page 379
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24
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379
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11

yt.import.sol.894

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001. Q1a

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001. Q1b

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001. Q1c

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001. Q1d

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001. Q1e

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002. Q2a

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πŸ“š Related Lectures
ADVFUN, Trig RAD, given.Sin.f(x)+q, sketch
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002. Q2b

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11.4.1 FUNCTIONS, TRIG Graph in DEG, given.y=Asinx, sketch
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002. Q2c

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πŸ“š Related Lectures
11.4.1 FUNCTIONS, TRIG FUNCTIONS in DEG, given.y=Acos(kx), graph
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002. Q2d

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πŸ“š Related Lectures
11.4.1 FUNCTIONS, TRIG Graph in DEG, given.y=Asin(k(x-p)), sketch
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002. Q2e

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πŸ“š Related Lectures
11.4.1 FUNCTIONS, TRIG FUNCTIONS in DEG, given.y=Acos(kx), graph
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002. Q2f

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003. Q3

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πŸ“š Related Lectures
11.4.1 FUNCTIONS, TRIG Graph in DEG, given.y=Asin(k(x-p))+q, sketch
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TrigCh3.2lectureTube

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001. Introduction to Sine Function Graph

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002. Amplitude of Sine and Cosine Graph

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003. Horizontal Compression Changing Period

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004. Horizontal Stretch Stretching Period

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005. Horizontal Compression with Period Compression Example

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006. Horizontal Compression & Reflection

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007. Understanding Vertical Shift of Sine Function

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008. Vertical Shift and Stretch(Amplitude)

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009. Vertical Strech(Amplitude) Horizontal Compression, Vertical Shift

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010. Horizontal Shift or Phase Shift

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011. Horizontal Shift with Horizontal Compression

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012. Graphing Sine Graphs with Various transformation All Together

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