Analyze fx (x)= 4sin(3x-6)-2 using our “trig language” (amplitude, period, etc.) and relate each trig feature to the transformational analysis we’ve done throughout the semester. In other words, state both a transformation, such as shifted left 118 units, and the corresponding “trig language,” phase shift of 118 units left. Be sure to include all transformations and trig features.

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Answer please

Describe the transformations in each transformation equation. Choose the most accurate description. y = 3f (4x+2)- 1 **Hint: Keep in mind that the transformation equation needs to be in the form y=af (b(x-h))+k 1 a. Vertical stretch of 3 about the x-axis, horizontal stretch of about the y-axis, horizontal 4 translation of 12 unit left, vertical translation of 1 unit down b. translation of 12 Vertical stretch of 3 about the y-axis, horizontal stretch of unit left, vertical translation of 1 unit down about the x-axis, horizontal 4 C. Vertical stretch of 3 about the x-axis, horizontal stretch of 44 about the y-axis, horizontal translation of 2 unit left, vertical translation of 1 unit down d. Vertical stretch of 3 about the x-axis, horizontal stretch of 4 about the y-axis, horizontal translation of 2 unit left, vertical translation of 1 unit down