2. Identify the appropriate values for a, k, c, and d in y = af (k(x – d))+ c to describe each set of transformations below. a) horizontal stretch by a factor of 2, vertical translation 3 units up, reflection in the x-axis b) 2- y = sin x -540-270° 278 540

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Q: Since we have sin(r g) sin(r) sin(y), the function sin(r) is a linear transformation.

A: To justify whether the statement is true or false. As we know that,…

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Q: Sketch the followi

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Q: What is the image point of (-1,-4) after the transformation R90° 0 T4,-4? O

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Q: Sketch both the domain and image when: 0 0 Under the transformation II

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Q: Translation: 3 left and 3 up YA -5 -4 -3 -2 -1 3 2 + + -2 -3 5 1 2 3 4 SX 5X

A: Use the concept of translation and rotation of a point on the coordinate axis.

Q: Find the Cos x if the point (-4, 6) is on the terminal ray for x, and the triangle is drawn in…

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Q: 1. Sketch a graph of y = 3 cos (x − 2ñ) — 1. - -

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Q: 5. Describe the transformation shown in the graph. [A] Reflect over x-axis [B] Reflect over y-axis…

A: Given graph is

Q: 1) How (and in what way) do the transformation parameters a, k, c, d, affect or correspond to the…

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Q: Perform the transformation. write csc X in terms of sec X. A.)土VSCC2メー1 B.) Isecxvsec? X-1 C.) I J…

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Q: What transformation relates ACDF and AC'D'F? y C

A: Given the diagram

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A: We want to find applied translation on triangle.

Q: 2. Describe in word all transformations involved. y = -3sin(180° – 4x) + 5

A: Take Sine function then apply one by one all transformation to get the final function.

Q: Graph the image of the figure using the transformation given. 1) roțațion 90° counterclockwise about…

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Q: 2. Describe in word all transformations involved. y = -3sin(180° – 4x) + 5

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Q: Which of the following transformations would result in topologically equivalent figures? Puncturing…

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Q: 125° 64°

A: Figure:-

Q: Match each graph with it's equation type: c (ma + b)sin(5æ) o ab" + sin(5a) sin(5æ) + ma +b *…

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Q: 7) y = 1 2 sin (20 + 150) - 1 60 120° 180° 240° 300° 360 8) y = 4sin 4sin (+45)+1 A 180° 360° 540°…

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