Suppose you have two lines in parametric form that do not intersect. How can you find the equation of a plane containing one line, L1, and that is also...
Explain why two intersecting lines determine a unique plane. Explain how you would use the equations of the lines to find the equation of the plane. Plane: A linear equation in three dimensional spaces represents a plane in ...
Learn how to find the shortest distance between two planes. A surface that extends into infinity in every direction is a plane, and if two planes are not parallel they will eventually intersect, making the distance between them zero.
I would like to know how to find the equation of a quadratic function from its graph, including when it does not cut the x-axis. Thanks. Modeling This is a good question because it goes to the heart of a lot of "real" math. Often we have a set of data points from observati...
Learn how to find the magnitude of a vector. Then, using a vector's direction and magnitude, learn how to create a vector and magnitude graph with...
Find the equation of the plane given two intersecting lines. L1: x = -1 + t, y = 2 + 4t, z = 1 - 3t L2: x = 1 - 4s, y = 1 + 2s, z = 2 - 2s Find the point at which the given line intersects the specified plane and find the smallest angle between the line and the...
atherefore,it is worthwhile to determine how the roots of the characteristic equation of a given system migrate about the s-plane as the paramaters are varied 因此,确定是值得的怎么一个特定系统的特征方程的根移居关于s飞机,当变化paramaters[translate]...
1- You use handle function "@", I have searched about it, is it correct to say this function help us not to define the varibale "t" for example for matlab? 2- Would you please explane surface equation? how you write your code like this from the origin...
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Find parametric equations for the graph of y = x^2 . Find parametric equations describing the given curve. The portion of the parabola y = 7 - x^2 from (9, -74) to (0, 7). Find parametric equations for the curve with the Cartesian equation. y = 6x \sqrt{1 - x^2} ...