3. Determine plane equation passing through points A(3,1, -1), B(2, 3, 4), C(-2, -3,5) Show calculation...
Find the equation for the plane through the points Po(-2, -3,5), Q,(1,4, - 3), and R. (2. - 3. - 4). The equation of the plane is - 63x - 5y - 28z =1. (Type an equation.)
2. Find distance from point S(-2, 3, 4) to the line x = 3 - 2t, y = –2 + 3t, 2 = 5 - 6t Write plane equation passing through point S and par- allel to the given line. Show calculation steps clear and cleanly.
(6 pts.) Find the equation of the plane passing through the point (12,-3,5) and parallel to u=(4,4,0) and v = (3,-1,6).
The plane passing through the 3 points A(4, -2, 1), B(4, -1,4) and C(1,-4,2) can be expressed as a parametric vector equation of the form x a 1V+ 12v2 where 1 and d2 are real parameters. You are given that V1 Find suitable vectors a and V2 and enter them in the boxes below. You must enter your answers using Maple notation, for example, the vector \(\begin{pmatrix}1\2\\3\end{pmatrix} is entered as <1, 2, 3>. a = Your response Correct response No...
(41) find the equation of the plane passing through the points A(3,-2,0), B(2,0,3), and C(1,-1,1) in (i) vector form (ii) parametric form (iii) cartesian form
Find an equation of the plane passing through the given points. (3, 4, -4), (3, -4,4), (-3, -4, -4)
Find a point-normal equation of the plane passing through points A(1,-1,0), B(0, 0, 2) and C(0,3,1).
Find an equation of the plane passing through the given points. (3, 4, -4), (3, -4,4), (-3, -4, -4) 7x - 6y - 7z - 25 = 0x
Find an equation of the plane passing through the given points. (3, 4, -4), (3, -4,4), (-3, -4,-4) 7x -6y - 72 – 25 = 0x
Find an equation of the plane passing through the given points. (3, 4, –4), (3, -4,4), (-3, -4, -4) Tx - 69 - 7z - 25 = 0 x