Question

Q10b 140,000s Given $H(s) = \frac{140,000s}{(s+200)(s+7,000)}$ a) What is the zero of this function in the form $s + z_1$? $z_1 = 0$ b) What are the two poles of this function in the form $s + p_{1,2}$? $p_1 = 200$ (positive lower value) $p_2 = 7000$ (positive higher value) c) What is the gain K in dB after putting this function in Standard Form? $K = -20$ dB For the following use the Bode diagram straight-line approximation conventions (do not plot the function) d) Find the magnitude of this transfer function at $\omega = 100$ rad/sec. $|H(j\omega = 100 \text{ rad/sec})| = $ dB e) Find the phase angle at $\omega = 200$ rad/sec $\theta(j\omega = 200 \text{ rad/sec}) = 45$ $^\circ$ (Degrees) Please answer all parts of the question. Check

          Q10b
140,000s
Given $H(s) = \frac{140,000s}{(s+200)(s+7,000)}$
a) What is the zero of this function in the form $s + z_1$?
$z_1 = 0$
b) What are the two poles of this function in the form $s + p_{1,2}$?
$p_1 = 200$ (positive lower value)
$p_2 = 7000$ (positive higher value)
c) What is the gain K in dB after putting this function in Standard Form?
$K = -20$ dB
For the following use the Bode diagram straight-line approximation conventions
(do not plot the function)
d) Find the magnitude of this transfer function at $\omega = 100$ rad/sec.
$|H(j\omega = 100 \text{ rad/sec})| = $ dB
e) Find the phase angle at $\omega = 200$ rad/sec
$\theta(j\omega = 200 \text{ rad/sec}) = 45$ $^\circ$ (Degrees)
Please answer all parts of the question.
Check

Q10b
140,000s
Given H(s) = (140,000s)/((s+200)(s+7,000))
a) What is the zero of this function in the form s + z1?
z1 = 0
b) What are the two poles of this function in the form s + p1,2?
p1 = 200 (positive lower value)
p2 = 7000 (positive higher value)
c) What is the gain K in dB after putting this function in Standard Form?
K = -20 dB
For the following use the Bode diagram straight-line approximation conventions
(do not plot the function)
d) Find the magnitude of this transfer function at ω = 100 rad/sec.
|H(jω = 100 rad/sec)| = dB
e) Find the phase angle at ω = 200 rad/sec
θ(jω = 200 rad/sec) = 45 ^∘ (Degrees)
Please answer all parts of the question.
Check

Added by Christine A.

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