Please answer as a formal proof and legible, thank you! 9.2. Find the poles or removable...
Linear algebra, please have a legible answer. Thank
you.
6. [10 points) Find a matrix that diagonalizes A and determine P-1AP.
Could you write down the answer legible please i cannot read
most of the answer sheets. Thank you in advance, professor.
ZAS fk) e(k) C(z) r(k) w(k) Question 4: Write the closed-loop transfer function H(z)Wz)/R(z)of the control system given above. State the order of the system.
ZAS fk) e(k) C(z) r(k) w(k) Question 4: Write the closed-loop transfer function H(z)Wz)/R(z)of the control system given above. State the order of the system.
complex anaylsis
please cite any theorems used
Suppose f(2)= [(2+1)(2+1>]" + [cose)} a] Find all the singularities of f(z) and classify each one as either a removable singularity, a pole of order in (and find m), or an essential singularity. b] suppose T=8, +82 where r. and 8 are the directed parameter'zed by Z,(t)=2i(1-21) ostal -1 = t sh respectively. Compute & fc zi dz. ( Answer can be left in terms of eis in the final answer) Smooth curves...
Can you please show ALL WORK in legible writing (NO CURSIVE
PLEASE)! Thank you so much for helping me!
4. What is the angle of incidence in air of a light ray whose angle of refraction in glass is half the angle of sin 20) 2SinOcoSCO
Hello,
Can someone please help me proof the following theorem from
number theory?
thank you! please be legible.
1 11.3.2 LAW OF QUADRATIC RECIPROCITY Restatement) Let p and q be odd primes with p q. Then
1 11.3.2 LAW OF QUADRATIC RECIPROCITY Restatement) Let p and q be odd primes with p q. Then
please show every step with legible hand writing! thank
you!
f(2) dz 4. Show that an analytic function f(z) has a primitive in D if and only if 0 for every closed pathy in D
Please show all the steps and answer each part. Thank you so
much.
9.2
Question 2 3 pts The expressions for the steady-state voltage and current at the terminals of a circuit are: Ys = 300 cos(5000t + 787 V lg = 6 sin(5000nt + 1237 A What is the impedance (in polar form) seen by the source?: By how many microseconds is the current out of phase with the voltage (express as positive quantity)?: ㄥ
Please answer in the style of a formal proof and thoroughly
reference any theorems, lemmas or corollaries utilized.
Problem 3. (Chebyshev nodes) Let x; = - cos(ja/N), j = 0,...N. Assuming N is even, show that 21 – xo = O(1/N2) and {N/2 – XN/2–1 = O(1/N).
Can someone solve B with STEPS please ? I need the right
answer ASAP. thank you so much in advance
Q6. Prove the following identities: a) sin(O) (cot(0) - csc(O) = cos(O) – 1 b) = -2 tan(x) csc(x) 1+sin(x) 1-sin(x) 1 1
Please answer in the style of a formal proof and thoroughly
reference any theorems, lemmas or corollaries utilized.
BUC
stands for bounded uniformly continuous
Let (X, d) be a metric space. Show that the set V of Lipschitz continu- ous bounded functions from X to R is a dense linear subspace of BUC(X, R). Since, in general, V #BUC(X, R), V is not a closed subset of BUC(X, R). Hint: For f EBUC(X, R) define the sequence (fr) by fn(x)...