Match the equation with the surface it defines. identify the surface by type (paraboloid, ellipsoid, etc.) Equation:    3×2 + 3y2 + 3z2 = 36 Which graph? Choice A Choice B Choice C   What is the name of the graph? 

Write the equation of the plane that contains the points P(0, 0, 0), Q(1, 2, 3), and R(2, 1, ).  Write your final answer in the form ax + by + cz = d.     

If an converges to 0, then 

Find the unit tangent, principle unit normal, and binormal vectors of the described curve. Give answers in simplest form.  r(t) =

To the nearest degree, find the angle between the vectors: v = -i + 3j + k w = 2i + j + 4k

Write the equation of the line that is normal to the plane 4x – y + 3z = 19 and passes through the point (5, 3, -1). 

Part Four: Material from Exam #4 For multiple choice, T/F, and fill in the blank questions, please answer accordingly. For free response, please work your problem on your scratch paper. 

Part One: Material from Exam #1 For multiple choice, T/F, and fill in the blank questions, please answer accordingly. For free response, please work your problem on your scratch paper.     

Part Three: Material from Exam #3 For multiple choice, T/F, and fill in the blank questions, please answer accordingly. For free response, please work your problem on your scratch paper. 

If an does not converge to 0, then