It takes you 4 seconds to walk to a spot that is 10m East and 6m north of your favorite tree. Suppose you walk back directly along the same path taken with t representing your new starting point (where you originally ended), what would be the change in the parametric equations for both routes taken and if you had to change each to Cartesian equations, would they change or stay the same? Explain

Q: Which of the following coordinates represent the same point:(3, π/2), (3, 3π/2), (3, 5π/2), (-3,…

A: Given the coordinates and we have to select the coordinates which represents the same points.

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A: Here's the solutionExplanation: Solution:To find the equation of the image of the line x - 6y = 3…

Q: Plot the point whose rectangular coordinates are (3,1) What quadrant does the point lie in?

A: Given point is: (3,1) As both x and y coordinates are positive, the point lies in Quadrant I.

Q: (b) Eliminate the parameter and write the resulting rectangular equation whose graph represents the…

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A:

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A:

Q: are they Picture of equations parallel or perpendicula

A: to check they are perpendicular or parallel

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A: Answer is  (4, 3)

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A: We have to choose the figure with is not a parallelogram.

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A:

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Q: of the Plane ea X () - f 0 0 (੩੭-) + t

A: