What does a b c d do to the trigonometric graphs

The video tutorial covers transformations in functions, focusing on reflections, vertical and horizontal shifts. It explains how reflections occur on the X and Y axes when A and B are less than zero, respectively. The tutorial also discusses vertical shifts determined by D and horizontal shifts by C, noting that C's effect is opposite to its sign. It emphasizes the importance of calculating shifts using the equation BX - C = 0, especially when B is involved. The session concludes with an introduction to transformation functions.

What happens to the graph of a function if A is less than zero?

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What is the relationship between positive and negative values of D in terms of vertical shifts?

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How does the value of C affect the horizontal shift of a function?

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Explain the significance of the B value when determining shifts in a function.

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Describe the process to find the shift of a function using B and C.

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