godb to CS Scanned with CamScanner What is the unity gain bandwidth? (in F(s)(s+10)K/(S+500)A2 Find K such that DC gain is 35 dB Select one: O a. 56.23 O b. 140585.3 O C. 562.3 O d. 140.585 e. 1405853.3 a0 100 SO 40 CS Scanned with CamScanner Calculate the phase margin. (in degrees) F(s) (s+10)/(s+500)A2 What is the slope for w = 500007(dB/decade) godb to CS Scanned with CamScanner What is the unity gain bandwidth? (in F(s)(s+10)K/(S+500)A2 Find K such...
If S={x | 0<x<12}, M={x | 2<x<6},and N={x | 4<x<12}, find (a) M∪N (b) M∩N (c) (S∩N)′ (d) M′∩N′ a) x | 2 < x <12 b) x | x = 5 c) little confused on d)also confused on, Help please.
What are the correct answers for the questions 72. A nurse is teaching a client who is breastfeeding about dietary recommendations. Which of the following statements by the client indicates understanding of the teaching? A. "I will decrease my daily fiber intake." B. "I'll make sure I reduce salt in my diet." C. "I'll eat more protein at each meal." D. "I will consume more vitamin D-rich foods." 73. A nurse is planning care for a preterm newborn. Which of...
How to do this question? pleases show some steps. 6. Consider a sequence of continuous function fn : [a,b] → R. Suppose there exist constants 72 1 and ß > 0 independent or, p such that e b for any p > 1 and n e N. Show that there exists a constant C depending on independent of n, such that and B, but rb max lfn(x) rela,b for any n e N. [Hint: Results from Example 4.3.5 may be...
Block A (M = 10 kg) is released from rest and slides down an initially frictionless ramp (@= 30%, L = 10 m). It then passes over a rough patch of ground (W=0.633 and d = 5m) before impacting block B. Block B (m = 20 kg) is initially at rest and suspended by a rigid bar of negligible mass and length R = 5m. The coefficient of restitution during the impact is e=0.75. Determine the maximum deflection angle reached...
If A is an m × n matrix, and x is an n × 1 vector, then the linear transformation y = Ar maps R" to R", so the linear transformation should have a condition number, condar (x). Assume that |I-ll is a subordinate norm. a. Show that we can define condar (x)-|All llrI/IAxll for every x 0. b. Find the condition number of the linear transformation at[ 2] using the oo-norm. c. Show that condAr(x) IIA for all x....
If A is an m × n matrix, and x is an n × 1 vector, then the linear transformation y = Ar maps R" to R", so the linear transformation should have a condition number, condar (x). Assume that |I-ll is a subordinate norm. a. Show that we can define condar (x)-|All llrI/IAxll for every x 0. b. Find the condition number of the linear transformation at[ 2] using the oo-norm. c. Show that condAr(x) IIA for all x....
(a) Use differentiation to find a power series representation for f(x) = (7+x)2 (-1)"(n+1)x" 72+2 What is the radius of convergence, R? R = 7 (b) Use part (a) to find a power series for - 17+)3 (-1) (n+2)(n+1)x" 2.71+3 n = 0 What is the radius of convergence, R? R = 7 (c) Use part (b) to find a power series for Rx) = x 2 413 As - O What is the radius of convergence, R? R =...
Consider the Laplace equation for a ball of radius R described in spherical coordinates (r, 0) 2 1 cot 72 0= n where is the zenith angle and assume u is independent on the azirnuth angle d. a) By separation of variables, derive two ordinary differential equations of r and w:= cos e given by 2 F" (r) +2rF (r) - n(n + 1) F, (r) = 0, (1 w2)G (w) - 2wG", (w) +n(n +1)G, (w) 0. (n 0,1,2,....
Suppose /(x) = Va.x+b, where a > 0 and a, b are constants in R. What is the inverse function / {x)? Find the parameters m, n in terms of a, b. The inverse function is given by x) = m(x + n)- where, Suppose f(x) = V3.+6. What is the domain off-tx)? Select one: a. (-0,6] b. Other c. [0,00) d. R e. [6,00) Consider the function 3-X 3x-4 if x <1 if 1sx52 if x > 2 Find...