Ⓒ start from ZF₁ = max, derive to this expressing1... 2fy = may.(2(ap(x, y, z)ахap(x, y, z)aylax=pay H. Wisto do theJame withnan- Apply Newton's 2ΣE= maz=- dF₂ -dfg + df = maz|d F₁ = ( P ( u, y, z _ dz) dm.dyd F g = dmg = edt g = e.q_dady dzdED(n,y, 2+² ) du dyndTayt orSeressexprationf(~₂9₁ 2+² dz) = f(mgy, z) +- maāLawP(2) eg.The gradiantVf=of ↑Into Z-direction- eg = ez6 +браLOPASPon ² - dy î - dfk - egk= //дуJofof nбуdedF3dzJ +dfsdF,и- P(1,9, 7-1²) du.dy) - eg d m dydz + P(1,4, 2+0 2 ) dndy = @g.dm. dy.dzązaf (И, У, 7)IZof A->7fr- Pin y 2) andy_ @P(1, 4, =) Andydz_ @dad de P(4,32) July - P(1,9,2), dady de 20., drodytesарси, z)Tazdzap(2₂ y, z)= egreazazVactor for meΣΕAJm[ F₁₂ ₁ + E F y ĵ + [F₂ k=mani + may^³ + may Â(-³P ) î + (- 3 P ) ^j + ( DP - eg) Â =(Can) î+ (Cay)û +(Ca_ ) ÂJdySpont (m,y,zodzduDP-8A = Pascavar finctionN+ (~4+3)VdFgdf₂+dzback+атьd Fuda²807(Y,Z) (dz)21f(nyoz)dAdV = 3 ₂ ² + 2 y ³ + 3 = ²Kач↑î5ins

For the solution refer below images.

Answered: I start from 2f₁= max, derive to this…

Engineering

Mechanical Engineering

I start from 2f₁= max, derive to this expression {fy = may, 2) ap(x, y, z) dx (_ ap(x, y, z) ay

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Related questions

Q: Q3) Find the optimal solution by using graphical method:. Max Z = x1 + 2x2 Subject to : 2x1 + x2 <…

Q: 2. Find the FS of the following periodic function f(x) = A when 0 <x <n f(x) = -A when n <x < 2n If…

Q: The vertical asymptote of the following function is 4x2 + 20x + 24 f(x) = x + 3

Q: hi, where did u get this R value from. these are the values i have

A: There are two forms of Ideal gas equation which are given below: 1. PV=nRuT 2. PV=mRT Where, P =…

Q: Express the following in complex exponential form: x[cos(yo)+jsin(yo)] Where x = 8 and y = 166.…

A: These concepts are used in mechanical control devices.

Q: 4. Please proof the below equations. (hint: please use the lever rule and draw the picture) W. M,…

A: Let's consider an alloy A-B as shown We hold the composition (C0) which is in a two-phase region at…

Q: 2. Find the function o(x, y, =) such that Vo =[2xy'+ yz Ji +[3x y +x zlj+[5z*+xy]k

Q: Consider the right-handed coordinate system below. The force F = 800 N has its line of action…

Q: Apply the required method to arrive at the displayed expression. Method used and Four assumptions.…

A: For solution refer below images.

Q: For the given 2D element shown in the diagram with positions A = 5 m and B = 5 m, answer the…

Q: 4) Find the support reactions of the beam shown in the figure, and determine "the degree of…

Q: 2 -3 C = 5 -1 -4 2, D= 0 1 2 1 -1 2 4 Let A= 0 3 4 -1 -2 3 |-1 0 O 2 3 Perform each of the following…

A: Given, matrix A, B,C, and D The dimension of the matrix: let for Am×n here m= number of rows in…

Q: What is the radix component for the integer -35

A: This is a really useful lesson that starts with a standard programming language environment for…

Q: a. If the Pressure produced by the gas cylinder of the motor of the rocket is governed by the below…

A: Write the reduction formula for the integral . Here, m = 3 and n = 4.

Q: Question 3 Based on the defined vectors, which one correctly shows d(LPA COS(B, +03)) dt a) -Lpa…

A: Given,ddtLPAcos(β3+θ3)We know that,cos(β3+θ3)=cosβ3cosθ3-sinβ3sinθ3Also,dθ3dt=ω3By chain…

Q: Q3/A For the figure below, the * :.resultant is 20 N 75 N 450 50 N 150 N 259 80 N

Q: 7 11 f (x) 13 17 28 41 Selected values of a differentiable function f are given in the table above.…

Q: Evaluate the Integrals 1. x(x – 3) dx 2. (x2 2x + 3) dx 3 dx 2 (x + 3)4 S. 3. 4. x299 dx 5. 3x2 dx…

Q: The formula defines: Select one: 1. Relative Error 2. Reduced Error 3. Absolute Error

A: absolute error is Δx = x0-x.

Q: The vertices of a wedge are given in the matrix show below. Rotate the wedge 30 CCW around the…

Q: evaluate the expression, f(x+h)-F(x)/h , f(x)=\sqrt(2x)

A: Given: The function is: fx=2x To determine fx+h-fxh, which is known as difference quotient.…

Q: For (x= 100, x>= 1, x++) cout <<x endl;

A: Given Code To find Output

Q: Y(t) = t°e¬t => Ys) =? А: 3 Y(s) (s + 1)4 B: 6.

A: givenyt=t3e-tfindlaplace of yt ie. ys=∫0∞yte-stdt

Q: Given: N1 = 10, N2 = 20, N3 = 30, N4 = 40 J1 = 1, J2 = 2, J3 = 3, J4 = 4, J5 = 5, D1 = 1, and D2 = 2…

A: θ1sT1s

Q: Q2 The accompanying figure shows the graph of a -2 -1 function g(t) domain [-2, 0] and range [-4,…

Q: 2-the pivot value is the point of the intersection of the row of the leaVing variable and the column…

A: Simplex Method: It becomes very useful method for the case when the objective function depends upon…

Q: The shape function value

A: This question is based on the concept of shape function.

Q: Q2: Let z = ry, x = t2, y = t. Calculate by (a) the chain rule, (b) expressing z as a function ot…

Q: Solve the initial value problem. y" + 4y' + 20y = 0: y(0) = 2 y (0) = - 3 Chapter 6, Section 6.2, Go…

Q: m and n are orthogonal vectors. Let their component forms be defined as (mx, my) and (nx, ny)…

A: as given that , m and n are orthogonal vector , component of m =mx, my component of n =nx, ny as the…

Q: Find the summation of all positive numbers less than 50 which are divisible on 3 or 7. Taina D

A: 3 or 7 which is divisible less than 50. we can say that

Q: [2 4 6] Let k be a real number and A = |1 k 9|. Then determinant of A is l2 5 7] O 2k-16 None of…

A: Basics of Determinants are used.

Q: 4. Dimensions of the prizm are 3 m, 3 m and 1,5 m. Force is F=[- 6i + 3j + 10 k] Newton; Point D-(3,…

Q: parameters table based on the modified D-H representation. e T matrices.

Q: From the following graph identify the steady-state maximum force. 1.2 1 0.8 0.6 0.4 0.2 Electical…

A: We know that during the steady state the magnitude of force should be constant. From the Graph…

Q: A. Find the derivative of each function. 1. y = 2e" 2. f(x) = 5e" + 3x² +4 3. f(x) = 9xe* 4. g(x) ==…

A: According to guidelines first three subparts will be done from multiple part questions. Post again…

Concept explainers

Work and Heat Transfer

It is generally related to thermal engineering which tells about the use, creation, conversion and transfer of heat energy between the systems. It is also considered that to transfer heat from one source to another, transfer of masses is also required. There are various mechanisms by which, transfer of heat takes place i.e. thermal conduction, convection, radiation or by change of phase. All these mechanisms have their own specific features which sometimes occur simultaneously within the same system.

Question

100%

Ⓒ start from ZF₁ = max, derive to this expressing
1... 2fy = may.
(2
(ap(x, y, z)
ах
ap(x, y, z)
ay
lax
=pay

H. Wis
to do the
Jame with
n
an
- Apply Newton's 2
ΣE
= maz
=
- dF₂ -dfg + df = maz
|d F₁ = ( P ( u, y, z _ dz) dm.dy
d F g = dmg = edt g = e.q_dady dz
dE
D(n,y, 2+² ) du dy
nd
Tayt or
Seress
expration
f(~₂9₁ 2+² dz) = f(mgy, z) +
- ma
ā
Law
P(2) eg.
The gradiant
Vf=of ↑
In
to Z-direction
- eg = ez
6 +
бра
LOPA
SP
on ² - dy î - dfk - egk= //
ду
J
of
of n
бу
de
dF3
dz
J +
dfs
dF,
и
- P(1,9, 7-1²) du.dy) - eg d m dydz + P(1,4, 2+0 2 ) dndy = @g.dm. dy.dząz
af (И, У, 7)
IZ
of A
->
7
fr
- Pin y 2) andy_ @P(1, 4, =) Andydz_ @dad de P(4,32) July - P(1,9,2), dady de 20., drodytes
арси, z)
Taz
dz
ap(2₂ y, z)
= egreaz
az
Vactor for me
ΣΕ
A
J
m
[ F₁₂ ₁ + E F y ĵ + [F₂ k=mani + may^³ + may Â
(-³P ) î + (- 3 P ) ^j + ( DP - eg) Â =(Can) î+ (Cay)û +(Ca_ ) Â
J
dy
Spont (m,y,zodz
du
DP-8A = Pa
scavar finction
N
+ (~4+3)
VdFg
df₂
+dz
back
+
ать
d Fu
da²
807
(Y,Z) (dz)
21
f(nyoz)
d
A
d
V = 3 ₂ ² + 2 y ³ + 3 = ²K
ач
↑
î
5
ins

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Step 1: given that

Step 2: for part (1)

Step 3: for part (2)

Solution

Trending now

This is a popular solution!

Step by step

Solved in 4 steps with 3 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, mechanical-engineering and related others by exploring similar questions and additional content below.

Similar questions

Kinetic energy of a fluid flow can be computed by pv - vdV, where p(r, y, z) and v(z, y, z) are the pointwise fluid density and velocity, respectively. Fluid with uniform density 9. flows in the domain bounded by z + 2 9 and 0
Use the first image to solve two part question
Solve the system of linear equations. x+y+z = -6 x-6y-7z = -29 -7y-5z = 4 O (-8, -7,9) O (-6, -7, 10) O (-7,-8, 9) O (-7,-6, 10) O (9,-7,-8)
MATLAB includes a standard function called factorial to calculate the factorial function. Use the MATLAB help system to look up this function. Calculate 6!, 12!, and 18! using the program in this example. 6! = 12! = 18! = Calculate 6!, 12!, and 18! using the factorial function. 6! = 12! = 18! = How do the results compare? 4
3. List the truth table of the function F = xy + xy' + y'z
The figure below shows a snapshot of the travelling wave in space at some arbitrary time to > 0. Based on the form of the travelling wave, which of the options below represents the correct time-varying disturbance f (t) that gave rise to this transmission from the communications tower? You may assume the wave speed is c. 2 1.5 1 0.5 0 -0.5 -1 -1.5 -2 3 5 y(x,t) 0 1 2 x (m)
2. Solve the system linear of Equation using Gauss- Jordan elimination (row operations), find the value of x1, x2 and x3. 2X1 - 2X2 + X3 = 3 3X1 - X3 + X2 = 7 X1 - 3X2 + 2X3 = 0
The position vector rAB = 150i – 85j + TAB2 k has magnitude equal to 188 m. a) Determine the z-component r48 2 (positive). b) If the coordinates of point A are (25, 50, -20)m, define the coordinates of point B. c) Find the angle in degrees of the vector with the y-axis. d) Express a unit vector parallel to rAB in terms of components.
2- (Initial Value Problem in the Case of a Double Root) Solve the initial value problem y"+y+0.25y = 0, y(0) = 3.0, y' (0) = -3.5.
y On = 0, cos²0 + o, sin²0 + 2 Txy sin 0 cos 0 15.00 Tnt = -(0x - Oy) sin 0 cos 0 + txy( cos²0- sin?0) These equations may also be written as: Ox+Oy On Ox- Oy cos 20 + Txy sin 20 2 8.00 2 Ox- Oy Tnt sin 20 + Txy Cos 20 2 = - 10.00 10.00 55° 8.00 On Both the xyz and ntz coordinate systems are right-handed systems. The z axis is directed 15.00 Tnt toward the viewer. 1st 2nd 3rd Enter solved problems counter attempt