using MATLAB solve for T3 if ALL other variable are known heat(1) == (m/M)*(((A-R)*(T3-T2))+((B/2)*(T3^2-T2^2))+((C/3)*(T3^3-T2^3))+((D/4)*(T3^4-T2^4))))
using MATLAB solve for T3 if ALL other variable are known
heat(1) == (m/M)*(((A-R)*(T3-T2))+((B/2)*(T3^2-T2^2))+((C/3)*(T3^3-T2^3))+((D/4)*(T3^4-T2^4))))
Homework Answers
clc
clear
syms T3
m=2;M=3; A=5;R=7;B=90;T2=0;C=7;D=3;heat(1)=1000;
eqn=(m/M)*(((A-R)*(T3-T2))+((B/2)*(T3^2-T2^2))+...
((C/3)*(T3^3-T2^3))+((D/4)*(T3^4-T2^4)))==heat(1);
sol=double(solve(eqn,T3));
Result
sol =
-5.2737 + 0.0000i
4.5930 + 0.0000i
-1.2152 - 9.0051i
-1.2152 + 9.0051i
NOTE: To run the code, random value of jnown variables is assumed. You can change this value in program to get required result
Add Answer to:
using MATLAB solve for T3 if ALL other variable are known heat(1) == (m/M)*(((A-R)*(T3-T2))+((B/2)*(T3^2-T2^2))+((C/3)*(T3^3-T2^3))+((D/4)*(T3^4-T2^4))))
I need to figure out how to solve a polynomial in MATLAB My equation i have is... heat(i) == (m/M)*(((A-R)*(T3-T2))+((B/2)*(T3^2-T2^2))+((C/3)*(T3^3-T2^3))+((D/4)*(T3^4-T2^4)))) ...all variables are k...
I need to figure out how to solve a polynomial in MATLAB My equation i have is... heat(i) == (m/M)*(((A-R)*(T3-T2))+((B/2)*(T3^2-T2^2))+((C/3)*(T3^3-T2^3))+((D/4)*(T3^4-T2^4)))) ...all variables are known, including heat(i), except for T3.
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Calculate v(t) and a of Functions Graph using Matlab xe), vC), a(t) 2ttt cox 2. lOt"-4t+2¢? t2(10t4t t3 1 +0 -t dt 1e -t
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PLEASE SOLVE USING MATLAB As shown, two weights are in state of static equilibrium, hanging from three strings of known lengths. Write 6 equations and solve them in MATLAB to determine the angles (0,...
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As shown, two weights are in state of static equilibrium, hanging from three strings of known lengths. Write 6 equations and solve them in MATLAB to determine the angles (0,, θ2,93) and tensions (T. T2, T3) of the strings. Hint: We can write 4 equations of equilibrium based on F 0and Fy- 0 for each mass. Two more equations are obtained by writing the displacement compatibility relations L1 cos(01)+L2cos(02) +Lacos(03) 8 L1 sin(θ 1 ) 0...
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Evaluate the integral. 2 1 t3 t2 − 1 dt √2 Part 1 of 7...
Evaluate the integral.
2
1
t3
t2 − 1
dt
√2
Part 1 of 7
Since
2
1
t3
t2 − 1
dt
√2
contains the expression
t2 − 1,
we will make the substitution
t = sec θ.
With this, we getdt =
$$sec(θ)tan(θ)
dθ.
Part 2 of 7
Using
t = sec θ,
we can also say that
t2 − 1
=
sec2θ − 21
1
=
tan
θ.
Part 3 of 7
Using
t =...
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As shown, two weights are in state of static equilibrium, hanging from three strings of known lengths. Write 6 equations and solve them in MATLAB to determine the angles (0,, θ2,93) and tensions (T. T2, T3) of the strings. Hint: We can write 4 equations of equilibrium based on F 0and Fy- 0 for each mass. Two more equations are obtained by writing the displacement compatibility relations L1 cos(01)+L2cos(02) +Lacos(03) 8 L1 sin(θ 1 ) 0...
Q2 [10 pts] Given the following schedule Check the following: T2 RID) T1 T3 R(D) R(C) WO)) R(C) WO)) commit commit commit a. Is this schedule serializable? b. Is this schedule recoverable? c. Is this schedule cascadeless?
Matlab Code for these please.
4. Using inbuilt function in MATLAB, solve the differential equations: dx --t2 dt subject to the condition (01 integrated from0 tot 2. Compare the obtained numerical solution with exact solution 5. Lotka-Volterra predator prey model in the form of system of differential equations is as follows: dry dt dy dt where r denotes the number of prey, y refer to the number of predators, a defines the growth rate of prey population, B defines the...
Evaluate the integral.
2
1
t3
t2 − 1
dt
√2
Part 1 of 7
Since
2
1
t3
t2 − 1
dt
√2
contains the expression
t2 − 1,
we will make the substitution
t = sec θ.
With this, we getdt =
$$sec(θ)tan(θ)
dθ.
Part 2 of 7
Using
t = sec θ,
we can also say that
t2 − 1
=
sec2θ − 21
1
=
tan
θ.
Part 3 of 7
Using
t =...
solve with matlab
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Please solve it, by providing the commands on matlab
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