how to solve simultaneous equations?

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bsd
bsd le 6 Sep 2011
Modifié(e) : KELVIN le 5 Juin 2023
Dear sir/madam,
I need to solve two simultaneous linear equations. How could I do this in matlab? Looking forward to hearing from you soon.
Thanking you, BSD
  1 commentaire
MUYIDEEN MOMOH
MUYIDEEN MOMOH le 24 Mar 2019
Question
3x+2y=12
4x+6y=18
Matlab code
A=[3, 2 ; 4, 6];
B=[12; 18];
sol=linsolve(A,B)

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Réponse acceptée

Paulo Silva
Paulo Silva le 6 Sep 2011
Equations:
1x + 2y = 0
2x + 2y = 0
MATLAB code:
A = [1 2;2 2]
B = [0;0]
X = A\B

Plus de réponses (4)

Mu-izz Gbadamosi
Mu-izz Gbadamosi le 10 Nov 2017
(x-(cos(alpha1)*(la*cos(theta1)+R)))^2 + (y-(-(R+la*cos(theta1))*sin(alpha1)))^2 + (z-(-la*sin(theta1)))^2 =lb^2;
(x-(cos(alpha2)*(la*cos(theta2)+R)))^2 + (y-(-(R+la*cos(theta2))*sin(alpha2)))^2 + (z-(-la*sin(theta2)))^2 =lb^2;
(x-(cos(alpha2)*(la*cos(theta3)+R)))^2 + (y-(-(R+la*cos(theta3))*sin(alpha2)))^2 + (z-(-la*sin(theta3)))^2=lb^2;

Ishika Shivahre
Ishika Shivahre le 10 Mar 2021
x1+x2=1
0.718+y2 = 1
x1*P"= 0.718*86.8
x2*P2" = y2* 86.8

Yaavendra Ramsaroop
Yaavendra Ramsaroop le 4 Mai 2021
A=[3, 2 ; 4, 6];
B=[12; 18];
sol=linsolve(A,B)

KELVIN
KELVIN le 5 Juin 2023
Modifié(e) : KELVIN le 5 Juin 2023
Step 1: Express your equations into an Augmented Matrix where each equation represents a row of that matrix (excluding the answers/ the value beyond "=" sign.), assign the matrix to a variable. Let say A.
Step 2: Form a column matrix of the answers/ values beyond the "=" sign. Assign the column matrix to another variable B.
Step 3: Compute the solution by 'linsolve()' function OR sipmly A\B=inverse(A)*B
Solution=linsolve(A,B)

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