need help with #1-3 I can answer number 4
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According to rules and reegulations , we are allow to do only one question at a time.. so i do only 1st one..
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need help with #1-3 I can answer number 4
1. Use induction to prove that (n1)(2n...
3 For each positive integer n, define E(n) 2+4++2n (a) Give a recursive definition for E(n)....
3 For each positive integer n, define E(n) 2+4++2n (a) Give a recursive definition for E(n). (b) Let P(n) be the statement E(n) nn1)." Complete the steps below to give a proof by induction that P(n) holds for every neZ+ i. Verify P(1) is true. (This is the base step.) ii. Let k be some positive integer. We assume P(k) is true. What exactly are we assuming is true? (This is the inductive hypothesis.) iii. What is the statement P(k...
Need help with number 4 so far this is what I have 3. Prove the last...
Need help with number 4 so far this is what I have
3. Prove the last formula from Physics 40 related to the rotation of a rigid spherical shell. Assume that the shell has uniform density. Thin spherical shell Icm = PMR 4. Suppose you place a charged particle in the center of the spherical shell shown in Problem #3, which generates an electric field described by E(x,y,z) =9 , where r=<x,y,z>. Evaluate the electric flux through the spherical shell...
Can someone answer number 4 for me? (60 pt., 12 pt. each) Prove each of the...
Can someone answer number 4 for me?
(60 pt., 12 pt. each) Prove each of the following statements using induction. For each statement, answer the following questions. a. (2 pt.) Complete the basis step of the proof b. (2 pt.) What is the inductive hypothesis? c. (2 pt.) What do you need to show in the inductive step of the proof? d. (6 pt.) Complete the inductive step of the proof. 1. Prove that Σ(-1). 2"+1-2-1) for any nonnegative integer...
1 2 Suppose that the non-singular n × n matrix A can be diagonalized, ie A...
1
2
Suppose that the non-singular n × n matrix A can be diagonalized, ie A = PDP-1 where D is a diagonal matrix. Show that A-1 and AT can be diagonalized. 1.e. Suppose we have 2nu x 2n block matrices Y=I-I B O AB where all sub-matrices are n × n and O denotes the zero matrix. Find a block matrix X such that XY the determinant of X? Z and demonstrate it works. What is
I already solved part A and I just need help with part B 1. Matrix Multiplication...
I already solved part A and I just need help with part B
1. Matrix Multiplication The product of two n xn matrices X and Y is a third n x n matrix 2 = XY, with entries 2 - 21; = xixYk x k=1 There are n’ entries to compute, each one at a cost of O(n). The formula implies an algorithm with O(nº) running time. For a long time this was widely believed to be the best running...
Please I need answer for question number 3 I need the answer typed not handwriting please...
Please I need answer for question number 3
I need the answer typed not handwriting please
T-Mobile 令 8:55 PM a moodle.mcny.edu Consider the supply of computers. For each of the a. A change in technology that lowers production 2. following, state the effect on supply: costs b. An increase in the price of semiconductors c. A decrease in the price of computers d. An increase in the wages of computer assembly workers e. An increase in consumer incomes 3....
I need help with part 2, thanks! Problem 4 (1) Use first law to directly prove...
I need help with part 2, thanks!
Problem 4 (1) Use first law to directly prove that work done by an ideal gas during an adiabatic process is CV (Ti -Tf), where T1 and Tf are the initial and final temperatures of the system. (2) Show that the heat transferred to an ideal gas system during an infinitesimal reversible process can be written as where c and ?,, are specific heat capacities under constant volume and pressure, respectively. Use this...
I need help with number 4. The answer is CsCl, but I don't know how to...
I need help with number 4. The answer is CsCl, but I don't know
how to get there. And if you can, please explain the procedure for
finding the empirical formula from crystalline unit cells to help
me solve other problems like this. Thanks!
Isidore : 19_FA_FT_C X CHM124 Syllabus.pc x CHM124 Worked Ex x Hillp://isidore.udayx C Alloy Definition and x PB 10.6 Lallice Structure X + X E → C isidore.udayton.edu/access/lessonbuilder/item/27377214/group/1b3182ce-b8a1-44b8-8ad3-e39b519d1b9e/Practice%20Problems/CHM124%20Practice%20... ☆ 3. You are given a small bar...
help pleasee ignore the first photo, i need help with number 2 4. Let F(x, y,...
help pleasee
ignore the first photo, i need help with number
2
4. Let F(x, y, z) = (e" cos(y) + yz, xz - e" sin(y),ry+z). Compute 5.F-ds , where c: [0, 1] → R is given by c(t) = (tet, arcsin(t),t +1) 4. Let F(x, y, z) = (e" cos(y) + yz, xz - e" sin(y),ry+z). Compute 5.F-ds , where c: [0, 1] → R is given by c(t) = (tet, arcsin(t),t +1)
I need help on Number Three ONLY. Thank You! 1. Find the general solution to the...
I need help on Number Three ONLY. Thank You!
1. Find the general solution to the ODE: y = tye-l, where t > 0. What is the limit fort → of y(t)? 2. Solve the initial Value Problem: y = y2, y) = yo, with yo ER. Does the solution exist for all tER? 3. The Kennewick Man skeleton was found on a bank of the Columbia River near Kennewick, WA on July 28, 1996. It was determined that the...
3 For each positive integer n, define E(n) 2+4++2n (a) Give a recursive definition for E(n). (b) Let P(n) be the statement E(n) nn1)." Complete the steps below to give a proof by induction that P(n) holds for every neZ+ i. Verify P(1) is true. (This is the base step.) ii. Let k be some positive integer. We assume P(k) is true. What exactly are we assuming is true? (This is the inductive hypothesis.) iii. What is the statement P(k...
Need help with number 4 so far this is what I have
3. Prove the last formula from Physics 40 related to the rotation of a rigid spherical shell. Assume that the shell has uniform density. Thin spherical shell Icm = PMR 4. Suppose you place a charged particle in the center of the spherical shell shown in Problem #3, which generates an electric field described by E(x,y,z) =9 , where r=<x,y,z>. Evaluate the electric flux through the spherical shell...
Can someone answer number 4 for me?
(60 pt., 12 pt. each) Prove each of the following statements using induction. For each statement, answer the following questions. a. (2 pt.) Complete the basis step of the proof b. (2 pt.) What is the inductive hypothesis? c. (2 pt.) What do you need to show in the inductive step of the proof? d. (6 pt.) Complete the inductive step of the proof. 1. Prove that Σ(-1). 2"+1-2-1) for any nonnegative integer...
1
2
Suppose that the non-singular n × n matrix A can be diagonalized, ie A = PDP-1 where D is a diagonal matrix. Show that A-1 and AT can be diagonalized. 1.e. Suppose we have 2nu x 2n block matrices Y=I-I B O AB where all sub-matrices are n × n and O denotes the zero matrix. Find a block matrix X such that XY the determinant of X? Z and demonstrate it works. What is
I already solved part A and I just need help with part B
1. Matrix Multiplication The product of two n xn matrices X and Y is a third n x n matrix 2 = XY, with entries 2 - 21; = xixYk x k=1 There are n’ entries to compute, each one at a cost of O(n). The formula implies an algorithm with O(nº) running time. For a long time this was widely believed to be the best running...
Please I need answer for question number 3
I need the answer typed not handwriting please
T-Mobile 令 8:55 PM a moodle.mcny.edu Consider the supply of computers. For each of the a. A change in technology that lowers production 2. following, state the effect on supply: costs b. An increase in the price of semiconductors c. A decrease in the price of computers d. An increase in the wages of computer assembly workers e. An increase in consumer incomes 3....
I need help with part 2, thanks!
Problem 4 (1) Use first law to directly prove that work done by an ideal gas during an adiabatic process is CV (Ti -Tf), where T1 and Tf are the initial and final temperatures of the system. (2) Show that the heat transferred to an ideal gas system during an infinitesimal reversible process can be written as where c and ?,, are specific heat capacities under constant volume and pressure, respectively. Use this...
I need help with number 4. The answer is CsCl, but I don't know
how to get there. And if you can, please explain the procedure for
finding the empirical formula from crystalline unit cells to help
me solve other problems like this. Thanks!
Isidore : 19_FA_FT_C X CHM124 Syllabus.pc x CHM124 Worked Ex x Hillp://isidore.udayx C Alloy Definition and x PB 10.6 Lallice Structure X + X E → C isidore.udayton.edu/access/lessonbuilder/item/27377214/group/1b3182ce-b8a1-44b8-8ad3-e39b519d1b9e/Practice%20Problems/CHM124%20Practice%20... ☆ 3. You are given a small bar...
help pleasee
ignore the first photo, i need help with number
2
4. Let F(x, y, z) = (e" cos(y) + yz, xz - e" sin(y),ry+z). Compute 5.F-ds , where c: [0, 1] → R is given by c(t) = (tet, arcsin(t),t +1) 4. Let F(x, y, z) = (e" cos(y) + yz, xz - e" sin(y),ry+z). Compute 5.F-ds , where c: [0, 1] → R is given by c(t) = (tet, arcsin(t),t +1)
I need help on Number Three ONLY. Thank You!
1. Find the general solution to the ODE: y = tye-l, where t > 0. What is the limit fort → of y(t)? 2. Solve the initial Value Problem: y = y2, y) = yo, with yo ER. Does the solution exist for all tER? 3. The Kennewick Man skeleton was found on a bank of the Columbia River near Kennewick, WA on July 28, 1996. It was determined that the...
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