
please be clear and clean handwriting please!
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please be clear and clean handwriting please! 5. Compute ett for the following matrices, and if...
PLEASE, I WANT THE ANSWER WITH GOOD HANDWRITING PLEASE, AND
CLEAN AND CLEAR. THANK YOU
3. An L 5x 3 %x % angle is used as a compression member of a bridge. If L-10 feet, determine the allowable stress for Fy -36 ksi. What boundary conditions do you pick for the two ends? Why? What is the allowable axial load for extension? Explain.
**please provide a full and clear handwriting
answer
** Double check your answer to make sure it's %100
correct
8. [10] For the circuit shown, find y(t) using Laplace transform techniques. Assume the initial conditions to be: vel (0-) = 1V, V.2 (0-)=-3V, 112 (0-) = 1mA C1 HI 1uF R6 R4 W 1kΩ Hy(t) 1kΩ x(t) L2 1mH C2 :10F —12V
Discrete Math 1: Please explain and prove each step with
clear handwriting, and write every detail so that I can understand
for future problems. This is discrete math one so please do not
make it very complicated.
PLEASE MAKE THE HANDWRITING AND THE STEPS CLEAR AND
ORGANIZED
Problem 2 (4 pts.): Solve the following recurrence relations together with the initial conditions. (a): an-2an-l + 3an-2 with ao = 2 and al = 4. (b): bn =-bn-l + 12bn-2 with bo...
Please provide an answer with a clear
typing( especially if it is a handwriting please be careful to make
it readable) and step by step solutions for both part a and part b.
Thanks in advance
its maximum M at the interior point (x1, tu). Where else U - , 12.9. a) Find the similarity solutions of the equation ut - Uax = 0 of the form U (x/vt) and express the result in term of the error function erf(x)...
Could you please just solve Question
(i) A: Thanks
3. For each of the following matrices, a. Determine the characteristic polynomial corresponding to the matrix. b. Find the eigenvalues of the matrix. c. For each eigenvalue, determine the corresponding eigenspace as a span of vectors. d. Determine an eigenvector corresponding to each eigenvalue. e. Pick one eigenvalue of each matrix and the corresponding eigenvector chosen in part (d) and verify that they are indeed an eigenvalue and eigenvector of the...
Please answer the questions with clear handwriting. Thank you
so much
To prove that N(A) = C(AT)- we will be showing that a vector from either set is also in the other. 1. Prove Claim 1: If Xe N(A) then it is perpendicular to C(A) Outline: Let x be a vector in N(A), and consider the system of equations formed by Ax = 0. This will show that x is orthogonal to each row of A. Finally, show that x...
please make sure u solve in clear steps and 100% correct
4. (21 pts) Laplace Transforms of ODE-A mechanical system has the following 2nd order differential equation describing its position x(t): d+x(e) – 4 dx(t) + 4x(t) = 0. The initial conditions are: x'= 3.9m/s and x(@) = 2.1m a. (3 pts) Convert the differential equation into the s-domain. Substitute in the initial conditions as needed XCS/ dt2dt
answer all with clear handwriting please.
2. (4 points) Let f(x) = x - 9x - 36x”. Find the zeros of the function algehraically (by factoring). and give the exact multiplicity for each zero (not just odd/even). State the behavior of the graph at each zero (whether the graph crosses the x-axts or touches the x-axts and turns around at each zero). Zero Multiplicity Behavior 3. (4 points) Solve the following inequality and graph the solution set on a Real...
PLEASE
SOLVE ALL QUESTIONS ( EMPHASIZE ON D + E ) PLEASE ( CLEAR
HANDWRITING)
Question 2 (each part is worth 5 marks) Data for oxygen gas (02): relative molecular mass: 32.0 molar specific heat at constant pressure: 29.1 J nol-1K-1 molar specific heat at constant volume: 20.8 J mol-1K-1 Assume all gases are ideal (a) 100 mol of a gas (not oxygen) is initially at temperature -20°C. The gas undergoes isobaric expansion, such that the final temperature is +300C....
You should test out your script using the following matrices. 2 3 1 2 3 1 C D- 3 2 B- A- -3 8 4 8 2 4 4 1 You may not use any special MATLAB tools. Instead, work symbolically and derive general expressions for the eigenvalues and the eigenvectors. For instance, you may not use the SOLVE function. If you are not sure whether or not a particular function is available to you, just ask Include your hand...