In Exercises 13-16, use a rectangular coordinate system to plot 5 -2 -[2], V u= V = , and their images under the given transformation T. 4 (Make a separate and reasonably large sketch for each exercise.) Describe geometrically what I does to each vector x in R².

Q: Given the point A(2,1,-3) and B(6,-1,-5) write the vector equation and the parametric equations of…

A: Once we get vector form of the equation we can easily write the parametric form of equation of line.

Q: Given vector u= (-3, 3) and v = (6, –2), determine the value of 4u + v in | component form.

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Q: Find the vector and parametric equations of the line through the points A = (2,4,7) and B =…

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Q: Find the position vector v that corresponds to the vector graphed below. Note that each box in the…

A: Given the query is find the component form of vector.

Q: The surface S is the part of the paraboloid z = 12 – x² – y² that lies above the plane z = oriented…

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Q: Let <··· Give the B-coordinate vector for each of the following: (a) B = H ²21 (b) 2 (c) H

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Q: A point A(-5,-3) is translated by the vector v = , and then reflected about the line y=0. the…

A: Given that: A(-5, -3) is translated by v=&lt;8, 0&gt;