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genius_generous answered 1 month ago

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Consider the casual CT systems with transfer functions: H1(s)= (s+1)/(s+2)(s^2+s+16) H2(s)= s/(s+10)(s+1) H3(s)= 1/(s-1)(s+1) H4(s)= s/(s+1)(s^2+s+16)...

Consider the casual CT systems with transfer functions: H1(s)= (s+1)/(s+2)(s^2+s+16) H2(s)= s/(s+10)(s+1) H3(s)= 1/(s-1)(s+1) H4(s)= s/(s+1)(s^2+s+16) 1) Write magnitude and phase expression for their Bode Plots and Sketch their asymptotes. Verify Using Matlab. 2) Compute their steady-state response to cos(5t) u(t) + 3u(t) + cos(10t) e^-t u(t). ***Please show slope computations and conversions for the graphs. This is where I am unable to move forward.

Cr2O3(s) + 2Al(s) ---------> 2Cr(s) + Al2O3(s)

Cr2O3(s) + 2Al(s) ---------> 2Cr(s) + Al2O3(s)What loses electrons? ________ What gains electrons? ________ What is oxidized? ________ What is reduced? ________ What is the oxidizing agent? ________ What is the reducing agent? ________ Total electrons transferred per reaction cycle: ________

what is the bode plots if G(s)= (s+10)/(s(s+1))

given the transfer function G(s) = (1.151 s + 0.1774)/(s^3 + 0.739 s^2 + 0.921 s),...

given the transfer function G(s) = (1.151 s + 0.1774)/(s^3 + 0.739 s^2 + 0.921 s), write the state equations x'= Ax + Bu + Dw , and y = Cx for the system .

Given the following thermochemical equations, 2Cu(s) + S(s) right-arrow Cu2S(s) ΔH°= –79.5 kJ S(s) + O2(g)...

Given the following thermochemical equations, 2Cu(s) + S(s) right-arrow Cu2S(s) ΔH°= –79.5 kJ S(s) + O2(g) right-arrow SO2(g) ΔH°= –297 kJ Cu2S(s) + 2O2(g) right-arrow 2CuO(s) + SO2(g) ΔH° = –527.5 kJ calculate the standard enthalpy of formation (in kJ mole–1) of CuO(s). Multiplied by 1/2 Finally, using the thermodynamic values given and knowing how to add all the equations together to get the desire equation, calculate the value of ΔHf° for the final formation reaction.

In an experiment to study the reactivity of Sn(s), Ga(s), Be(s), and Pd(s), the following reactions...

In an experiment to study the reactivity of Sn(s), Ga(s), Be(s), and Pd(s), the following reactions were observed: 2 Ga(s) + 3 Sn2+(aq) -> 3 Sn(s) + 2 Ga3+(aq) Ga(s) + Be2+(aq) -> (No evidence of reaction) Sn(s) + Pd2+(aq) -> Pd(s) + Sn2+(aq) Then the question lists all of the metals and their respective ions: 1. Sn(s) 2. Ga(s) 3. Be(s) 4. Pd(s) 5. Ga3+(aq) 6. Sn2+(aq) 7. Be2+(aq) 8. Pd2+(aq) So I need to list out the following:...

2.2.6. Let S be a subset of a group G, and let S^-1 denote {s^-1: s...

2.2.6. Let S be a subset of a group G, and let S^-1 denote {s^-1: s ∈ S}. Show that 〈S^-1〉 = 〈S 〉. In particular, for a ∈ G, 〈a〉 = 〈a^-1〉, so also o(a) =o(a^-1)

Express the inverse transform as an integral s(s+3)/[(s^2+4)(s^2+6s+10)]

EXPLAIN ANS PLEASE: PYTHON 1. s = 'abc' print(s[0:] + s[-2:2] + s[:1]) 2. def mirrorOnWheels(s):...

EXPLAIN ANS PLEASE: PYTHON 1. s = 'abc' print(s[0:] + s[-2:2] + s[:1]) 2. def mirrorOnWheels(s): prev = 0 for current in range(1, len(s) - 1): prev = current - 1 next = current + 1 if s[prev] == s[next]: break else: continue return 0 return prev s = 'Good decision!' print(mirrorOnWheels(s)) 3. mixture = {1:[1, 2, 0], 2:[2, 0, 1], 0:[0, 1, 2]} print(mixture[2][2]) 4. noOddHeroes = [] heroes = ['superman', 'batman', 'aquaman'] for hero in heroes: if len(hero)...

Prove p → (q ∨ r), q → s, r → s ⊢ p → s

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