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What is the magnitude of the resultant of the forces F1=-3i+2j-k, F2=2i-j+3k and F3=3i+j-k measured in dynes ?


Find the locus of the point whose distance from 

the point (0, 2) is five times its distance from the line x/3+y/4=1


Find the equation of the right circular cone with 

vertex at (1, 2, —1), axis as the x-axis and semi-

vertical angle π/3.


Prove that the equation – x2 − xy + 2y2+2x + y − 1 = 0 represents a pair of


straight lines. Also find the point of intersection and angle between them.


Pro-Build is a large international building company hired to build a hospital to serve three communities in Northern Ontario. The facility should be equidistant from all three communities to show no favouritism and to best serve the area. The layout of the region is already defined on co-ordinate system and the three community centres are located at the following points: (0,6), (0, - 2) , and (12, 2) . (HINT: The light should be located in the centre of the circle that contains the three entrance points. This point is called the CIRCUMCENTRE and it is defined as the intersection point of all three perpendicular bisectors of a triangle within a circle.) a) You are a consultant for Pro-Build and must find the co-ordinates for the new hospital. b) Each unit on the grid is equal to 10 kilometres. Find the actual distance from each of the three communities to this chosen hospital site to verify your solution.


Find the equation of the cylinder whose
axis is x = y = - z and radius is 2.

Use appropriate software to sketch each of the following surfaces and identify it.

4(x+1)2+2(y-2)2+(z-1)2=1


A=(4,3), B=(6,-2), C=(2,+1) Find lengths of sides in triangle ABC.


Trace the curve x^3 − 6x^2 + 11x − y = 6.
A(94,0,14) B(52,56,94) C(10,6,48) D(128,64,10) Content and instructions for completing task number 3.
The goal of the assignment is to apply methods of transforming orthogonal projections to solving metric problems.
The coordinates of four points ABCD are given (see next table). Determine the following values by transforming projection planes:
• 1. The size of the dihedral angle at the edge AB.
• 2. The shortest distance between ribs DA and BC.
• 3. Distance from vertex D to plane ABC.
• 4. Natural size of triangle ABC.
An example how to complete the task is shown after the table
Please draw it
It’s descriptive geometry and computer graphics ( metrical problem)
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