Example:
If a system of linear equations in x₁ and x₂ is:
2x₁ + x₂ = 2
x₁ - 4 x₂ = 3
Then the coefficient matrix (A) is:
2 1
1 -4
And the constant vector (b) is:
2
3
To solve this system, use mldivide ( \ ):
x = A\b
Problem:
Given a constant input angle θ (theta) in radians, create the coefficient matrix (A) and constant vector (b) to solve the given system of linear equations in x₁ and x₂.
cos(θ) x₁ + sin(θ) x₂ = 1
-sin(θ) x₁ + cos(θ) x₂ = 1
Solution Stats
Problem Comments
7 Comments
Solution Comments
Show comments
Loading...
Problem Recent Solvers14176
Suggested Problems
-
1470 Solvers
-
347 Solvers
-
String Array Basics, Part 1: Convert Cell Array to String Array; No Missing Values
1957 Solvers
-
978 Solvers
-
1449 Solvers
More from this Author13
Problem Tags
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!
The problem statement clearly states to use mldivide (\)
How can the leading solution be cos(theta)+sin(theta)*[-1;1]
My code is working perfectly on my desktop Matlab version, but here it's not accepting and displaying as incorrect..anyone help me out!
The syms function is in a toolbox—Cody does not currently support any toolbox functions.
what is coefficient matrix？I can't understand the meaning of the question
simple problem
好！
Good intro to initializing a matrix in MATLAB