Given G = 20a r + 50a + 40a , at (1, /2, /6) the
Question:
Given G = 20ar + 50aθ + 40aφ, at (1, π/2, π/6) the component of G perpendicular to surface θ = π/2 is
(a) 20ar
(b) 50aθ
(c) 40aφ
(d) 20ar + 40aθ
(e) - 40aθ + 20aφ
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Answer rating: 70% (10 reviews)
The correct answer is e 40a 20a This is because at 1 2 6 the component o...View the full answer
Answered By
Lokesh Singh
I'm an IT professional with expertise in Cybersecurity, Sysadmin, MS Windows, Linux, and DevOps MS Office and Network Administration. With over 3 years of experience in the IT industry, I am highly knowledgeable in the latest technologies and trends.
I am an expert in developing and managing innovative solutions to complex problems and have a proven track record of success. I am also an effective communicator and have excellent interpersonal and organizational skills. I take great pride in my work and strive to provide the best results for every project. I'm always looking for new opportunities to further my knowledge in the technology field and I'm excited to see what the future holds.
0.00
0 Reviews
10+ Question Solved
Related Book For
Question Posted:
Students also viewed these Engineering questions
-
A certain reaction A + B C + D has one reactant, B, that has a characteristic color. When the system at equilibrium is heated up, the B color diminishes. a) What does that tell us about the...
-
a) Let a < b and c < d be real numbers. Sketch a graph of the rectangle [a, b] [c, d] := {(x, y) : x [a, b], y [c, d]}, and decide whether this set is connected. Explain your answers, b) Sketch a...
-
a) Let a < b and c < d be real numbers. Sketch a graph of the rectangle [a, b] [c, d] := [(x, y) : x [a, b], y [c, d]}, and decide whether this set is compact or connected. Explain your answers....
-
In the OKR goal-setting framework, what is the difference between objectives and key results? Objectives deal with measurable aspects of a company's processes, while key results deal with...
-
Reconsider the linearly constrained convex programming model given in Prob. 13.4-7. Use the KKT conditions to determine whether (x1, x2) = (2, 2) can be optimal.
-
Find the one-sided limit. 3 lim 1 1
-
A \(2.0-\mathrm{H}\) inductor carries a current that is increasing at a rate of \(0.40 \mathrm{~A} / \mathrm{s}\). What is the magnitude of the \(\mathrm{emf}\) induced in the inductor? Does this...
-
The following are various changes in audit circumstances. Audit Circumstance 1. Analytical procedures indicated a significant slowing in accounts receivable turnover. 2. The client entered into sales...
-
1. A scientific committee is to be formed form 6 Indians and 8 foreigners, which includes at least 2 Indians and double the number of foreigners as Indians. Then the number of ways the committee and...
-
Let Transform B to cylindrical coordinates. = x + y ax + y x + y ay + za.
-
A unit normal vector to the cone = 30 is: (a) a r (b) a (c) a (d) None of these
-
(a) What are the two major categories of inferential procedures? (b) What characteristics of your data determine which you should use? (c) What happens if you seriously violate the assumptions of a...
-
Prepare for the inevitablethe day you do not know an answer. Sometimes, it feels embarrassing to ask questions at work. In the following situations, which questions are im-portant to ask at work, and...
-
The following statements are about investment companies and the Investment Company Act of 1940. Select the answer choice containing the correct statement. An insurance company that is primarily...
-
1.00 kilogram of liquid water at 50.0 C is converted completely to ice at -50.0 C . What is the change in entropy for the water. (Answer in kJ/K with correct sign)?
-
(1) Explain what is absolute advantage and what is comparative advantage? (2) Using the information given in the table to demonstrate the pattern of advantages between the two countries for the two...
-
a) Discuss the issue affecting the corporate workplace related to poor work-life balance. b) Identify, interpret, and diagnose appropriate organizational needs that require development and change...
-
Given the partition x0 = 0, x1 = 0.05, x2 = 0.1 of [0, 0.1] and f (x) = e2x: a. Find the cubic spline s with clamped boundary conditions that interpolates f. b. Find an approximation for c. Use...
-
Make an argument that Williams had a right to delay the closing until after August 1.
-
The current through a 40-mH inductor is Find the voltage v(t). 0, t <0 teA t>0
-
The voltage across a 200-mH inductor is given by v(t) = 3t2 + 2t + 4 V for t > 0. Determine the current i(t) through the inductor. Assume that i(0) = 1 A.
-
A current of 6 sin 4t A flows through a 2-F capacitor. Find the voltage v(t) across the capacitor given that v(0) = 1 V.
-
Three progressive waves with heights H=1 m and periods of T1=4 seconds, T2=23 seconds and T3=1200 seconds are measured at a location where the water depth is h=30 m. For each of the three waves: a)...
-
What is the difference between 2019 FYA revenues and LTM revenues (2019 FYA minus LTM)? "Reported" Year-to-date Revenues in Income Statement: Q1 2019: $100.0m Q2 2019: $250.0m Q3 2019: $500.0m Q4...
-
Exercise 3 (8 points). Let n be an integer such that 3 n, p|n +3. Prove that p = 1 (mod 3). (Hint:) First show that ( - ) and let p be an odd prime such that
Study smarter with the SolutionInn App