Convert parametric equations to a Cartesian X = tvo cose y = tvosine - gt² 2 X = y = - cost 2 sint + go 0 < t < 2 T de ath

Q: Solve with method of variation of Parametric. y" - 4 Y = Sin x ex

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Q: Consider the curve defined by the parametric equations X = cos t, y = 3sec t on the interval…

A: To eliminate t and find cartesian equation.

Q: Use polar coordinates to evaluate (x² + y° )% dy dr.

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Q: Q/ Find the parametric equation for the line through the point (0, 1, 2) that is perpendicular to…

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Q: The parametric equation of the line resulted from intersection of x-y 0, and z = 2 is %3D

A: Use the given planes.

Q: Determine the x - y coordinates 5 sin²t of the points where the parametric equation y=2 cost 0≤t≤ 2π…

A: The curve has horizontal tangent where the slope is 0

Q: Exn=9sin+2 and v(r)-8 cost+ 2, eliminate the parameter to write the parametric equations as a…

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Q: Determine the parametric equation for a line that is tangent (intersection) of the two fields below:…

A: We have to find out parametric equation for a line that is tangent (intersection)of the two fields…

Q: Parametrize y = -x2 + 4 in terms of u and v %3D

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Q: I need a 3d sketch of the equation  Z=x+xsiny+xy

A: z=x+xsiny+xy

Q: consider the following set of parametric equations: x = 6tanhθ ; y = 3sechθ Calculate d^2y/dx^2

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Q: Convert x = = ln(2t) and y = 1² from parametric to rectangular form. 2

A: Given,  x=ln(2t) and y=12t2

Q: convert parametrici equation in rectangualr form  x=5sin t, y=4cos t

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Q: A ladder 25 feet long is leaning against the wall of a building. Initially, the foot of the ladder…

A: for the right angle triangle, use the Pythagorean theorem  ................(1) the location of the…

Q: A projectile is launched from the ground with initial velocity & 3 ft per sec. The parametric…

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Q: Find parametric equations for the line tangent to the curve of intersection of the surfaces at the…

A: Given, the surfaces:               x+y2+2z=4,   x=1  Point: (1, 1, 1) Let         z = 1-2t