we will use the notations A, B, and C to denote the angular measure of the interior angles of the triangle below, and a, b, and c denote the measures of the sides of the triangle. ∂C/∂c= ∂C/∂a= ∂C/∂b=
we will use the notations A, B, and C to denote the angular measure of the interior angles of the triangle below, and a, b, and c denote the measures of the sides of the triangle. ∂C/∂c= ∂C/∂a= ∂C/∂b=
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.6: Inequalities
Problem 78E
Related questions
Question
In this question, we will use the notations A, B, and C to denote the angular measure of the interior angles of the triangle below, and a, b, and c denote the measures of the sides of the triangle.
∂C/∂c=
∂C/∂a=
∂C/∂b=
![3. PROGRAMA NO SCILAB
Sem alterar número de reatores
/ Reatores de mistura em série
clear
/Dados
N=3.0;
Q0-75.0; //Vazio de alimentação
CAO-1.0; //Concentração do reagente A na entrada do primeiro reator
k=1.0; //Constante Cinética
x- 11+39+25
V(1) x;
V(2)-x;
V(3)-x;
/Matriz A de ordem NxN
A=zeros(N,N)
/Matriz A eo vetor b
A(1,1)-Q0/V(1)+k;
b(1)-Q0 V(1)*CAO;
for i-2:N,
A(i,i-1)=Q0/V(i):
A(i,i)-Q0 V(i)+k;
b(i)-0;
end
/Resolvendo (AX-b) pelo método de Gauss para calcular x
/getd
IA função de eliminação de Gauss;
printf('Número de Reatores')
disp(N)
printfl'V1)
disp(V(1))
printf"V2")
disp(V(2)
printl"'V3)
disp(V(3))
printf('Solução do problema - método de Gauss')
[y]-A'b//Valores das concentrações Cal, Ca2 e Ca3
disp(y)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0fdea3dd-f249-4dc2-af82-9d8ab2ce8272%2F97c4a915-33c9-427c-8397-7ee1430a4294%2Fvwjn1ul_processed.png&w=3840&q=75)
Transcribed Image Text:3. PROGRAMA NO SCILAB
Sem alterar número de reatores
/ Reatores de mistura em série
clear
/Dados
N=3.0;
Q0-75.0; //Vazio de alimentação
CAO-1.0; //Concentração do reagente A na entrada do primeiro reator
k=1.0; //Constante Cinética
x- 11+39+25
V(1) x;
V(2)-x;
V(3)-x;
/Matriz A de ordem NxN
A=zeros(N,N)
/Matriz A eo vetor b
A(1,1)-Q0/V(1)+k;
b(1)-Q0 V(1)*CAO;
for i-2:N,
A(i,i-1)=Q0/V(i):
A(i,i)-Q0 V(i)+k;
b(i)-0;
end
/Resolvendo (AX-b) pelo método de Gauss para calcular x
/getd
IA função de eliminação de Gauss;
printf('Número de Reatores')
disp(N)
printfl'V1)
disp(V(1))
printf"V2")
disp(V(2)
printl"'V3)
disp(V(3))
printf('Solução do problema - método de Gauss')
[y]-A'b//Valores das concentrações Cal, Ca2 e Ca3
disp(y)
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