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Show that the points (2,0,1), (0,4,-3), (-2,5,0) are non-collinear. Hence the equation of plane passing through them.
The projection of the line segment joining (1,2,-1), (4,2,1) on the line x/2=-y=z is 7/2
True or false with correct explanation
A whispering gallery has a semislliptical chilling that is 10m high and 32m. How high is the ceiling above the two foci?
A satellite dish in the shape of paraboloid is 10 ft. across, and 4 ft. deep at its vertex. How far is the receiver from the vertex, if it is placed at the focus? Round off your answer to 2 decimal places
Find the magnitude of this vector \\(a= -i+2j +2k\\)
what is the lenght of the conjugate axis?

(x-1)^2/25 -(y+3)^2/9=1
The cables of a suspension bridge are in the shape of parabola. The towers supporting the cables are 800 ft apart and 100 ft high. If cables touch the road surface midway between the towers, what is the hieght of the cable at a point 200 feet from the middles of the bridge?
The section of the conicoid 3x^2-y^2+z^2=1 by the plane y+2z=4 is an ellipse.
True or false with full explanation
If the tangents at two points of a parabola are at right angles, then show that they intersects at a point on the directrix.
Question 1100429: Which of the following equations represents an ellipse having a major axis of length 18 and foci located at 4,7) and 4,11)? (There's supposed to be a parenthesis there I can't put it something pops up.) I'm doing all this on my computer there really hasent been any examples on how to do these and there's no teacher lecturing all this which is why I need help with all these.

A.(x-9)^2/81+(y-4)^2/4=1

B.(x-4)^2/77+(y-9)^2/81=1

C.(x-9)^2/77+(y-4)^2/81=1

D.(x-4)^2/81+(y-9)^2/77=1

I don't think it's D or A
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