Please explain detail. Thank you. Especially i(t<0) and i(t approaching infinity).
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Please explain detail. Thank you. Especially i(t<0) and i(t
approaching infinity).
12.2h V = LOV R...
I really appreciate it. please explain in detail. Thank you. a) f(t) = r|t| -1<t<1 t...
I really appreciate it. please explain in detail. Thank you.
a) f(t) = r|t| -1<t<1 t = 1 Compute the Fourier integral representations of f(t). It > 1 NI b) g(t (t, ostsi t = 1 Compute the Fourier cosine integral representation of g. t> 0 c) Compute the Fourier sine integral representation
please explain in detail, for each part, especially for parts (g)-(i). *Here is the information about...
please explain in detail, for each part, especially for parts
(g)-(i).
*Here is the information about the basis for (h) and (i), it is
the basis that generates the vertical interval topology on R^2:
-5 JO1 Sewn 2.1 (2.1. Determine Int(A) and Cl(A) in each case. (a) A = (0, 1] in the lower limit topology on R. (b) A = {a} in X = {a,b,c} with topology {X, Ø, {a}, {a, b}}. A = {a,c} in X = {a,b,c}...
Please explain in detail. Especially the parameterization as that is what I struggle with. (1 point)...
Please explain in detail. Especially the parameterization as
that is what I struggle with.
(1 point) Let F be the radial force field F(x, y) = xi+yj. Find the work done by this force along the following two curves, both which go from (0, 0) to (7, 49). (Use the Fundamental Theorem for Line Integrals instead of computing the line integral from the definition, as you did in the previous set. This way shows why the answers to the two...
Please explain in detail show all steps The circuit elements in the circuit are R=250, L...
Please explain in detail show all steps
The circuit elements in the circuit are R=250, L = 50mH, and C = 0.2 uF. the initial inductor current is -45mA and the initial capacitor voltage is 15 V. a. Find v(t) for t20. + i CV 13116
R t = i(t) C 2011P E e p gP a P9.09 10ed The voltage applied...
R t = i(t) C 2011P E e p gP a P9.09 10ed The voltage applied to this circuit at t 0 (when the switch closes) is v (t) = 75 cos (4,000t - 60°) Volts Also given that R = 400 2 (0hm) and L=75 mH (milli Henry) The initial inductor current is zero for t< 0 The textbook gives you the total response equation as: )_ ?(0-¢)so R2+(w L) Cos(wt+¢-e) -V V m i(t)=itransient(t)+isteady.state(t)=R2 +(wL m - ㅎCOS...
Solve for I.(t) fort >0 as the switch moves from 20 V voltage source to 150...
Solve for I.(t) fort >0 as the switch moves from 20 V voltage source to 150 mA current source for t>0. t=0 R=2000 IL R2 Vs1 20V 10uF 100 L (1/4.1) H 150 mA
Because I am an absolutely newbie in this, please the explaination as detail as possible, thank...
Because I am an absolutely newbie in this, please the
explaination as detail as possible, thank you so much.
Question 5 (2 marks) Consider the circuit in Fig. 5 with R=20 k 2, R=10 k 2, R=20 k 2, C=5 uF, Vi=12 V, V=2 V. The switch has been in position x for a long time. At t=0, the switch moves instantenously to position V R, CI y. a) Determine v.(t) fort <0. b) Determine v.(t) fort > 0. Fig....
Im not understanding why you let t=0 and t=1 can you explain? thank you! 2. Consider...
Im not understanding why you let t=0 and t=1 can you explain? thank
you!
2. Consider the set V = span {v} = (1,0,2), v2 = (2, 1, 2)}. (a) For each choice of numbers for a and b, the set of points of the form (3,2, a) + (6-1,4), te R, is a line L in R'. In set notation: 20| L = {(3,2, a) + t(0, -1,4) € R'|teR} Find all values of a and b, if any,...
Please do the problem if you can do ALL parts. t-0 a SW1 SW2 0.5 Ω 2 1Ω V. R3 20 A T v(t) 0.5 F 0.5 H 0 Find the initial current i(0) through the inductor and the initial voltage v(0) across the capa...
Please do the problem if you can do ALL parts.
t-0 a SW1 SW2 0.5 Ω 2 1Ω V. R3 20 A T v(t) 0.5 F 0.5 H 0 Find the initial current i(0) through the inductor and the initial voltage v(0) across the capacitor at t 0. b. Write a node equation at node a fort2 0. c. Represent v(t) as a function of i(t) on the series connection of R2 and L. Find dv(t)/dt. Derive a second-order differential...
Step by step solution please. Thank you. Find T(v) where T(x, y,z)-(x-y.y-z and v (1,7,3) by using the matrix relative to B-((.L).(0.L.o).(0.Ld02).(11) Find T(v) where T(x, y,z)-(x-y.y-z and v (...
Step by step solution please. Thank you.
Find T(v) where T(x, y,z)-(x-y.y-z and v (1,7,3) by using the matrix relative to B-((.L).(0.L.o).(0.Ld02).(11)
Find T(v) where T(x, y,z)-(x-y.y-z and v (1,7,3) by using the matrix relative to B-((.L).(0.L.o).(0.Ld02).(11)
I really appreciate it. please explain in detail. Thank you.
a) f(t) = r|t| -1<t<1 t = 1 Compute the Fourier integral representations of f(t). It > 1 NI b) g(t (t, ostsi t = 1 Compute the Fourier cosine integral representation of g. t> 0 c) Compute the Fourier sine integral representation
please explain in detail, for each part, especially for parts
(g)-(i).
*Here is the information about the basis for (h) and (i), it is
the basis that generates the vertical interval topology on R^2:
-5 JO1 Sewn 2.1 (2.1. Determine Int(A) and Cl(A) in each case. (a) A = (0, 1] in the lower limit topology on R. (b) A = {a} in X = {a,b,c} with topology {X, Ø, {a}, {a, b}}. A = {a,c} in X = {a,b,c}...
Please explain in detail. Especially the parameterization as
that is what I struggle with.
(1 point) Let F be the radial force field F(x, y) = xi+yj. Find the work done by this force along the following two curves, both which go from (0, 0) to (7, 49). (Use the Fundamental Theorem for Line Integrals instead of computing the line integral from the definition, as you did in the previous set. This way shows why the answers to the two...
Please explain in detail show all steps
The circuit elements in the circuit are R=250, L = 50mH, and C = 0.2 uF. the initial inductor current is -45mA and the initial capacitor voltage is 15 V. a. Find v(t) for t20. + i CV 13116
R t = i(t) C 2011P E e p gP a P9.09 10ed The voltage applied to this circuit at t 0 (when the switch closes) is v (t) = 75 cos (4,000t - 60°) Volts Also given that R = 400 2 (0hm) and L=75 mH (milli Henry) The initial inductor current is zero for t< 0 The textbook gives you the total response equation as: )_ ?(0-¢)so R2+(w L) Cos(wt+¢-e) -V V m i(t)=itransient(t)+isteady.state(t)=R2 +(wL m - ㅎCOS...
Solve for I.(t) fort >0 as the switch moves from 20 V voltage source to 150 mA current source for t>0. t=0 R=2000 IL R2 Vs1 20V 10uF 100 L (1/4.1) H 150 mA
Because I am an absolutely newbie in this, please the
explaination as detail as possible, thank you so much.
Question 5 (2 marks) Consider the circuit in Fig. 5 with R=20 k 2, R=10 k 2, R=20 k 2, C=5 uF, Vi=12 V, V=2 V. The switch has been in position x for a long time. At t=0, the switch moves instantenously to position V R, CI y. a) Determine v.(t) fort <0. b) Determine v.(t) fort > 0. Fig....
Im not understanding why you let t=0 and t=1 can you explain? thank
you!
2. Consider the set V = span {v} = (1,0,2), v2 = (2, 1, 2)}. (a) For each choice of numbers for a and b, the set of points of the form (3,2, a) + (6-1,4), te R, is a line L in R'. In set notation: 20| L = {(3,2, a) + t(0, -1,4) € R'|teR} Find all values of a and b, if any,...
Please do the problem if you can do ALL parts.
t-0 a SW1 SW2 0.5 Ω 2 1Ω V. R3 20 A T v(t) 0.5 F 0.5 H 0 Find the initial current i(0) through the inductor and the initial voltage v(0) across the capacitor at t 0. b. Write a node equation at node a fort2 0. c. Represent v(t) as a function of i(t) on the series connection of R2 and L. Find dv(t)/dt. Derive a second-order differential...
Step by step solution please. Thank you.
Find T(v) where T(x, y,z)-(x-y.y-z and v (1,7,3) by using the matrix relative to B-((.L).(0.L.o).(0.Ld02).(11)
Find T(v) where T(x, y,z)-(x-y.y-z and v (1,7,3) by using the matrix relative to B-((.L).(0.L.o).(0.Ld02).(11)
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