In Exercises verify the particular solution of the differential equation. Solution y = e-cos.x Differential Equation and
Question:
In Exercises verify the particular solution of the differential equation.
Transcribed Image Text:
Solution y = e-cos.x Differential Equation and Initial Condition y' = y sin x (7) 2 y = 1
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Answer rating: 83% (6 reviews)
y e cos x e cos x sin x y ...View the full answer
Answered By
Rashul Chutani
I have been associated with the area of Computer Science for long. At my university, I have taught students various Computer Science Courses like Data Structures, Algorithms, Theory of Computation, Digital Logic, System Design, and Machine Learning. I also write answers to questions posted by students in the area of and around Computer Science.
I am highly fortunate to receive great feedback on my teaching skills that keeps me motivated. Once a student sent me an email stating that I had explained to him a concept better than his professor did.
I believe in the fact that "Teaching is the best way to learn". I am highly fascinated by the way technology nowadays is solving real-world problems and try to contribute my bit to the same.
Besides tutoring, I am a researcher at the Indian Institute of Technology. My present works are in the area of Text Summarization and Signal and Systems.
Some of my achievements include clearing JEE Advanced with an All India Rank of 306 out of 1.5 million contesting candidates and being the Department Ranker 1 at my University in the Department of Computer Science and Engineering.
I look forward to providing the best Tutoring Experience I can, to the student I teach.
5.00+
1+ Reviews
10+ Question Solved
Related Book For
Question Posted:
Students also viewed these Mathematics questions
-
In Exercises verify the particular solution of the differential equation. Solution y = sin x cos x - cos x Differential Equation and Initial Condition 2y + y' = 2 sin(2x) - 1 y TT = 0
-
In Exercises verify the particular solution of the differential equation. Solution y = 6x- - 4 sin x + 1. - Differential Equation and Initial Condition y' = 6 - 4 cos x y(0) = 1
-
In Exercises verify the particular solution of the differential equation. Solution y = 4e-6x Differential Equation and Initial Condition y' = -12xy y(0) = 4
-
Limits from graph In this problem we evaluate limits from the graph. Consider the graph of f given in [Figure 1]. Evaluate each of the following limits (or explain why if the limit does not exist)....
-
Vargo Limited had $2.4 million of bonds payable outstanding and the unamortized premium for these bonds amounted to $44,500. Each $1,000 bond was convertible into 20 preferred shares. All bonds were...
-
How many base units are there in the SI: (a) 3, (b) 5, (c) 7, or (d) 9?
-
An investor has utility function $U(x)=x^{1 / 4}$ for salary. He has a new job offer which pays $\$ 80,000$ with a bonus. The bonus will be $\$ 0, \$ 10,000, \$ 20,000$, $\$ 30,000, \$ 40,000, \$...
-
A heat pump with refrigerant-134a as the working fluid is used to keep a space at 25°C by absorbing heat from geothermal water that enters the evaporator at 50°C at a rate of 0.065 kg/s and...
-
Consider a function f: Nx N N given by f(x, y) = 37". For what natural n, is 21.5"-3 in the image of f? Enter the numerical value.
-
New lease standards become effective January 1, 2019. These standards affect the accounting for operating leases. Assume Swift Company acquires a machine with a fair value of $100,000 on January 1 of...
-
In Exercises find the general solution of the differential equation. 1 - 4x y' = x
-
In Exercises determine whether the function is a solution of the differential equation y (4) - 16y = 0. y = 3 cos 2x
-
Evaluate the expression. Approximate the answer to the nearest hundredth when appropriate. 25 -3/2
-
Simmons Skates produces several products that are sold by toy shops across the country. Production of one product, long-board skates, uses all available machine hours on machine 24B. The skate, which...
-
You work as a wholesale salesperson for a plumbing supply company. One of your customers, a contractor, has an open line of credit with your company for $10 000 worth of products. He is currently at...
-
Jenni Rennie, who is paid \(\$ 40\) per hour, is the only person trained in the latest technology critical in the production of self-flushing toilets. Each self-flushing toilet has a contribution...
-
Suppose, at a party, your friend Queenie mentioned to you, in confidence, that her business was in the middle of a big scandal. It seems that the business needed a loan in order to enter into a...
-
Solmere Capital is considering investing in an open-cut coal mine close to a regional town with a population of 1200 people. The mine will create up to 1500 new jobs in the region and will facilitate...
-
This is a continuation of Problem 3B. You must complete Problem 3B before attempting this problem. Additional transactions for July follow: July 16 Received payment from Paul Kane for the July 6...
-
The graph of the sequence whose general term is an = n - 1 is which of the following? [8.1] A. B. TITTT 3-2-1 23.45 2.3.4
-
Let f(x) = 16 - x and g(x) = x4. What is the domain of each of the following? (a) f (b) f g (c) g f
-
Calculate each of the following without using a calclulatoe. (a) sin 570 (b) cos 9/2 (c) cos (-13/6)
-
If sin t = 0.8 and cos t < 0, find each value. (a) sin (- t) (b) cos t (c) sin 2 t (d) tan t (e) cos (/2 - t) (f) sin ( + t)
-
Oskar's Odditorium sells fidget spinners. Oskar estimates the price elasticity of demand for fidget spinners is 1.2. If Oskar wants to increase sales by 15 percent and assuming no change (i.e., no...
-
Suppose the market demand for a good is given by P = 90 - 3Q. Also, there is an incumbent firm already in the market, and a potential entrant. Let's call the incumbent firm Firm 1, and the potential...
-
In depth Examine the role that state intervention played in engendering leverage debt. How did it specifically affect the housing crisis or other national crises? How are leverage debt and government...
Study smarter with the SolutionInn App