Respond to this Question
Similar Questions

Math Intesection of a plane and line
Does the line [x,y,z]=[5,9,3]+k[1,12,2] intersect the plane [x,y,z]=[4,15,8]+s[1,3,1]+t[2,3,1]? If so, how many solutions are there? ( I tried finding the normal vector, there after finding the "d" value to write in scalar 
Math/Vectors
I need help on a homework problem. "Determine a vector equation for the line perpendicular to 4x3y=17 and through point (2,4). The answer in the book is given as [x,y]=[2,4]+t[4,3].Isn't the normal to the scalar equation 
Vectors
Write the scalar equation of the line given the normal vector n and Point P. n = [3,1], P = (2,4). 
Maths  Properties of Planes
write a scalar equation, given it's vector equation. [x,y,z]= [3,7,5] + s[1,2,1] + t[5,2,3] ( I remember my teacher saying that you have to cross s and t, and that will be my normal and thereafter I substitue the point to find 
Math  Equations of plane(check)
Consider the plane that contains points A(2,3,1), B(11,1,2), C(7,3,6). a) Find two vectors that are parallel to the plane. Ans: AC, BC or AB will be parallel to the plane. b) Find two vectors that are perpendicular to the 
Math  Equations of plane(check)
Consider the plane that contains points A(2,3,1), B(11,1,2), C(7,3,6). a) Find two vectors that are parallel to the plane. Ans: AC, BC or AB will be parallel to the plane. b) Find two vectors that are perpendicular to the 
Discrete Math: Equations of Line in a Plane
I'm stuck on these questions. Can you please show me a step by step solution? 20) For each of the following, find a normal vector, a direction vector, and a point of each line. Note, normal vector means perpendicular to the 
Math: Equations of Line in a Plane
I'm stuck on these questions. Can you please show me a step by step solution? 20) For each of the following, find a normal vector, a direction vector, and a point of each line. Note, normal vector means perpendicular to the 
Physics
What are the products (either vector or scalar for each answer) of: a) scalar x scalar b) scalar x vector c) vector x vector A simple concept, but I want to be sure I get it right! Thanks for any help :) 
Math
Multiplying a vector by a scalar results in: a) a scalar b) a perpendicular vector c) a collinear vector c) a parallel scalar 
math
Find a scalar equation of the plane that contains the given point P=(3,3,1)and the given normal vector n = (1,4,7.