5

# [20%] Find the general expression relating the charge q(t) on the capacitor in a circuit containing a capacitance (C 1OpF) , a resistor (R = 10 ko) and voltage sour...

## Question

###### [20%] Find the general expression relating the charge q(t) on the capacitor in a circuit containing a capacitance (C 1OpF) , a resistor (R = 10 ko) and voltage source(E = 10 V), given the initial conditions:if i(t=0) = 0 when t = 0.[Recall; i(t) = 490) [Solve for the resulting differential equation using the "Integration Factor" technique, showing all your workings and assumptions mark all final answers clearly] (Hint: Solve for the equation using the variable labels; then replace with

[20%] Find the general expression relating the charge q(t) on the capacitor in a circuit containing a capacitance (C 1OpF) , a resistor (R = 10 ko) and voltage source (E = 10 V), given the initial conditions: if i(t=0) = 0 when t = 0. [Recall; i(t) = 490) [Solve for the resulting differential equation using the "Integration Factor" technique, showing all your workings and assumptions mark all final answers clearly] (Hint: Solve for the equation using the variable labels; then replace with the values at the end) I0ko 10V 1OpF

#### Similar Solved Questions

##### Let A = ZxZ where Z is the set of integers, and Z* is the set of nonzero integers. Define binary relation on A by(a,bJR(c, d) 4?ad = bc_(a) Prove that R is on A,equivalence relationLet b denote the equivalence class that contains (4, b). Prove that the fol- lowing are well-defined operations on the set Q = {a (a,b) â‚¬ A} of the equiv- alence classes:a : b De:d = (ad+ bc) bd, a : b Qc: d = ac bd:Define 0 : Q- @ by=0:b_Prove that function;one-to-one and ontoLet be defined as above Prove that for
Let A = ZxZ where Z is the set of integers, and Z* is the set of nonzero integers. Define binary relation on A by (a,bJR(c, d) 4? ad = bc_ (a) Prove that R is on A, equivalence relation Let b denote the equivalence class that contains (4, b). Prove that the fol- lowing are well-defined operations o...
##### For the given cost function '(c 44100 + 700x + x? find: a) The cost at the production level 1000b) The average cost at the production level 1000 c) The marginal cost at the production level 1000 The production level that will minimize the average coste) The minimal average cost
For the given cost function '(c 44100 + 700x + x? find: a) The cost at the production level 1000 b) The average cost at the production level 1000 c) The marginal cost at the production level 1000 The production level that will minimize the average cost e) The minimal average cost...
##### Algebra wICalculus MAT 1033.008 Spring 2018 Homework: Hw 13 (13.3-5) Score: 0 of 1 pt 13.4.13Calculate the definite integral.o 7 e - Jx dx fo 7 e ~3x dx = Diype an exact answer; )
Algebra wICalculus MAT 1033.008 Spring 2018 Homework: Hw 13 (13.3-5) Score: 0 of 1 pt 13.4.13 Calculate the definite integral. o 7 e - Jx dx fo 7 e ~3x dx = Diype an exact answer; )...
##### 2. If A(1) is the zero matrix, then GE terminates. Since it is not our case, we con- tinue the iterative procedure: (a) Select the absolute maximum entry AQ) (iz,j2) of A(1) as the pivot; perform a similar operation A(2) A() _ A() (,j2)A() (i2, :/A() (i2,j2) (2) (b) What is the rank of Matrix A(1) ( j2)A(1) (iz:) /A(1)(iz, j2)2 (c) What is the special structure of A(2) after the operation (2)? Then we write A = A() '(j1)A() (i1,:) /A() (i1j1) + AQ)(+,12)A()(iz,:) /AQ)(iz, j2) +A(2)
2. If A(1) is the zero matrix, then GE terminates. Since it is not our case, we con- tinue the iterative procedure: (a) Select the absolute maximum entry AQ) (iz,j2) of A(1) as the pivot; perform a similar operation A(2) A() _ A() (,j2)A() (i2, :/A() (i2,j2) (2) (b) What is the rank of Matrix A(1) (...
##### Verify that the function satisfies the conclusion of the Mean Value Thereon for derivative on the given interval. Then find all number â‚¬ that satisfy the conclusion on the Mean Value Theorem.ffx) = 2x? _ 3x + 1 [0,2]
Verify that the function satisfies the conclusion of the Mean Value Thereon for derivative on the given interval. Then find all number â‚¬ that satisfy the conclusion on the Mean Value Theorem. ffx) = 2x? _ 3x + 1 [0,2]...
##### Question 39 Not yet answeredMarked out of 1.00Flag questionWhich of the following are activators of glycolysis AND inhibitors of gluconeogenesis? (1. AMP 2. ATP 3. Citrate: 4.fructose 2,6-bisphosphate 5. fructose 1,6-bisphosphate)Select one:a. 1 and 3b. 2 and 4C. 3 and 5d. 4 and 1e. 5 and 3
Question 39 Not yet answered Marked out of 1.00 Flag question Which of the following are activators of glycolysis AND inhibitors of gluconeogenesis? (1. AMP 2. ATP 3. Citrate: 4.fructose 2,6-bisphosphate 5. fructose 1,6-bisphosphate) Select one: a. 1 and 3 b. 2 and 4 C. 3 and 5 d. 4 and 1 e. 5 and 3...
##### AG , kJlmol -109.7 77.11 -131.2AH? J(molK) kJlmol 96.11 -127.0 73.93 105.90 56.5 -167.2 254.42 -1136.0 54.0 1194.40 -1273.5 239.8 -162 -200.7 126.8 -166.3 -238.7 282.7 188.5 -235.1 160.7 -174.8 -277.7 114.7 203.2 218 130.7 188.8 -228.6 "241.8 69.91 -237.1 -285.8 173.51 -270.7 -288.61AgCI (s) Ag" (aq) Cr (aq) BF, (9) BOs (s) CH;OH (9) CH,OH () CHsOH (9) cHOH () A (g) Hz (g) Hzo (g) Hzo () HF (g)
AG , kJlmol -109.7 77.11 -131.2 AH? J(molK) kJlmol 96.11 -127.0 73.93 105.90 56.5 -167.2 254.42 -1136.0 54.0 1194.40 -1273.5 239.8 -162 -200.7 126.8 -166.3 -238.7 282.7 188.5 -235.1 160.7 -174.8 -277.7 114.7 203.2 218 130.7 188.8 -228.6 "241.8 69.91 -237.1 -285.8 173.51 -270.7 -288.61 AgCI (s) ...