alpha = 3
beta =2 Can you solve it in a hour please Thank you very much.
alpha = 3 beta =2 Can you solve it in a hour please Thank you very...
alpha = 3 beta =2 Can you solve it in a hour please Thank you very much. 3. (15p.) Approximate the following integral using the two-point Gaussian quadrature rule (x +a)e(2-1)2-Bdx 2 0
alpha = 3 beta =2 Can you solve it in a hour please Thank you very much. 2. (20p.) Consider the cubic spline for a function f on (0,2] defined by S(z) = { (-- 1)327 ct an 10 Fritisa52 where r,c and d are constants. Find f'O) and f'(2), if it is a clamped cubic spline.
alpha = 3 beta =2 Can you solve it in a hour please Thank you very much. 1. Consider the following initial-value problem. y' = e(1+B)t ln(1 + y2), 0<t<1 y (0) = a +1 a) ( 15p.) Determine the existence and uniqueness of the solution. b) (15p.) Use Euler's method with h = 0.25 to approximate the solution at t=0.5. {
Please show all steps in completing this problem, thank you very much! Solve the system Ax=b using the LU factorization of A and the matrix b given below. -2 0 0 1 -1 -2 7 A=LU= -2 -1 0 0 1 3 -17 2 -1 -2 0 0 1 -5 b= 12 12 -10 You can resize a matrix (when appropriate) by clicking and dragging the bottom-right corner of the matrix. The system has infinitely many solutions Number of Parameters:...
I have very little time please can you solve it urgently. Thank you. 3.) Consider the system with the block diagram below. R(S) C(s) Σ K Ts 10 5+2 a) Closed loop transfer function between output and input M(S) C(s) R find the expression. b) In this system Ky ve Ti define the value ranges of the parameters so that the maximum exceed Ep < 0,2 and settlement time t, 5 2.9 second (%2 for criterion) let me meet your...
Hello, could you help me solve this question, please? Thank you very much! Question: (a) A project has EIGHT (8) activities listed in the following table: Activity Immediate Predecessor (s) Time (Weeks) Activity Immediate Predecessor (s) Time (Weeks) A - 2 E C 3 B A 5 F C 7 C A 3 G D, E 2 D B 4 H F 3 (i) Use the GRAPH PAPER provided to construct a Gantt chart for the above project. [Note: You...
(Adversarial Search/Games) To solve the following alpha-beta pruning problem: the triangles pointed up represent maximizing nodes. The triangles pointing down represent minimizing nodes. The [-∞, +∞] are place holders for the alpha-beta bookkeeping for pruning. Alpha is initialized to negative infinity (-∞). Beta is initialized to positive infinity (+ ∞). Please update alpha-beta values for each node and show your answer step by step. -inf, +infA -inf, +inf] [-inf, +inf] B [-inf, +inf] ÀÀ A E 8 2 1 7...
solve the following equation, thank you in advance! 2. Solve the following equation: 4/3) 1/271/4 4 14 In 2-3* %3D
Please answer any parts that you can do/within your knowledge. Thank you very much in advance! [16 2 3 13 5 1 10 8 =|97612 Consider a state transition matrix, Φ, for a SISO LTI system A Please determine and justify: (a) Ф(t) for this system A 4 14 15 1 3 1 41 3 1 4 г 14131 ( s ssim A (c) System A's characteristic polynomial (d) Ф(z) for this system A via Tustin's method (i.e. trapazoid-rule) (e)...
can anyone solve this problem for me, thank you very much! Problem 3: For the circuits in Figure 2, compute the Q-point (VCEq , Icq). Known that B = 100 and Q1, Q2 and Q3 are the same Vec= +3V +6 V 62 k2 Rc 3.6k 180 kn Q3 Rg R = 14.6k 43kn 300 kΩ 10 κΩ VEE=5V Figure 2 1