he vector v = , is tangent to the surface x2 + 2y3 - 3z2 = 3 at the point (2, 1, 1).  Find a.

Q: vector-valued function 7(t) the parametric equations of the line.) b) Find the distance of the point…

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Q: Parameterize the intersection of z = - Vx² + 7y² _and x² + y? + z? = 200

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Q: how was it determined that the equation of the yz plane is x = 0?

A: The objective is to explain yz-plane equals .

Q: Find the scalar equation for the plane passing through the point P=(−5, 3, 2) and containing the…

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Q: Find the point on the plane x+y+z=-46 that is closest to the point (1,1,1).

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Q: tangent plane

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Q: Let L. be the line passing through the point P-(4, -3, 1) with direction vector a-[-4, 1, 1], and…

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Q: the the point (-1,2,256) of the normal line to the Surface 2 = 2xy + a -t + 256.

A: X=-1024t -1 Y= 896t+2Z= -t+256Explanation:Step 1:-- Step 2: Step 3: Step 4:

Q: Find the value of d in the equation of the plane ax+by+cz+d=0 passing through the point P(3, 1, -2)…

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