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.
I have taken random values to solve the polynomial. Please insert your values into the code.
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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...
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 this with MATLAB if anyone could give me a hand. Problem 3 The number of bacteria NB measured at different times t is given in the table in Figure 3. Determine an exponential function in the form NBNeat that best fits the data. Use the equation to estimate the number of bacteria after 4.5 hr. Make a plot of the points and the equation t (hr) N2,0004,500 7,500 15,000 31,000 64,000 Figure...
I need to solve the following differential equation in Matlab. dr/dt*pi(3r - r^2) = -0.5*sqrt(17r) How would I write the code for this? Please keep it as simple as possible as I'm new to Matlab.
I need help trying to figure out how to solve for the bottom half of my table. Please show work so I can learn. Thanks! Data Table 1: Analysis of Alka-Seltzer Trial 1 Trial 2 Mass of acetic acid 4.97 g Density of acetic acid 1.00 g/mL 1.00 g/mL Concentration of acetic acid 0.88 M 0.88 M Mass of Alka-Seltzer 3.21 g 3.24 g Volume of NaOH, initial 0 mL 5.0 mL Volume of NaOH, final 0 mL 4.4 mL...
Problem 4. (i) Let R> 2/14Z and consider the polynomial ring R[d]. Let A(z) 4 + 2r3 + 3r2 + 4x + 5 and B(x) 37 be elements of R]. Find q(x) and r(x) in R] such that: A(x)-q(z)E(z) + r(z) and deg(r) < 2. (2pts) (ii) Let R- Z/11Z, write down the table of squares in R as follows. For every a E R (there are 11 such elements), find a2. Here you are required to express the final...
How would I figure out this question? b) 2, 3, 6, c) 3, 2, 6, d) 2, 3, 12, e) 3, 3, 6,1 3. Given the following statement from the HAZMAT manual, calculate the quantity of heat, in kJ, absorbed by the solution. Assume that the density of the final solution is 1.00 g/mL and C= 4.18 gK A mixture of 50 mL of 1.0 M HCl with 50 mL of 1.0 M NaOH will result in a temperature rise...
Hello, I am having trouble with part c of this question. Here is my work so far: The solution for part c states that a possible solution is (e^16 * 4^3) / 3! I am having trouble understanding how they got e^16 or why they decided to use e^(4^2) for M in the equation |f(x) - Tn(x)| <= (M / (n + 1)!) * |x - 0|^(n + 1). From my understanding, I have to maximize H^3(x) (i.e. 3rd derivative...
I need help figuring out how to approach a problem. I need to determine the initial velocity of an object for it to be at a specific height at a specific time. For example, what would the initial velocity of an object need to be for it to be at 38.7m @ 4.7 seconds if thrown straight up from the ground (launched up at 90 degrees)? If I understand correctly, there could be two answers, one for the initial trip...
Need Matlab for part d) 3. The following questions relate the figure below of 2 couple spring-mass systems T2 fint) (a) Derive the 2 differential equations (one for each mass) of this system (b) Now derive the Transfer-Function from fin → Xi (c) Now derive the state-space representation (A,B,C,D) of this system. Hint: There should be 4 states (position and velocity of each mass). The output of this system is still y (which will probably be the first state in...
Problem 4. (i) Let R> 2/14Z and consider the polynomial ring R[d]. Let A(z) 4 + 2r3 + 3r2 + 4x + 5 and B(x) 37 be elements of R]. Find q(x) and r(x) in R] such that: A(x)-q(z)E(z) + r(z) and deg(r) < 2. (2pts) (ii) Let R- Z/11Z, write down the table of squares in R as follows. For every a E R (there are 11 such elements), find a2. Here you are required to express the final...