The integral a f(x) dx is improper because the interval [a, ) is infinite. If
Question:
The integral ∫∞a f(x) dx is improper because the interval [a, ∞) is infinite. If f has an infinite discontinuity at a, then the integral is improper for a second reason. In this case we evaluate the integral by expressing it as a sum of improper integrals of Type 2 and Type 1 as follows:
Evaluate the given integral if it is convergent.
Transcribed Image Text:
dx + c > a %3|
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Answer rating: 75% (12 reviews)
Now So So 5 1 2 ...View the full answer
Answered By
WAHIDUL HAQUE
hello,
I'm a professional academic solution provider working as a freelance academic solution provider since 7 years. I have completed numerous projects. Help lots of students to get good marks in their exams and quizzes. I can provide any type of academic help to your homework, classwork etc, if you are a student of Accounting, Finance, Economics, Statistics. I believe in satisfying client by my work quality, rather than making one-time profit. I charge reasonable so that we make good long term relationship. why will you choose me? i am an extremely passionate, boldly honest, ethically driven and pro-active contractor that holds each of my clients in high regards throughout all my business relations. in addition, I'll always make sure that I'm giving my 100% better in every work that will be entrusted to me to be able to produce an outcome that will meet my client's standards. so if you are a student that is now reading my profile and considering me for your academic help. please feel free to look through my working history, feedback and contact me if you see or read something that interests you. I appreciate your time and consideration.
regards
4.90+
233+ Reviews
368+ Question Solved
Related Book For
Calculus Early Transcendentals
ISBN: 9781337613927
9th Edition
Authors: James Stewart, Daniel K. Clegg, Saleem Watson, Lothar Redlin
Question Posted:
Students also viewed these Mathematics questions
-
Because f(t) = ln t has an infinite discontinuity at t = 0 it might be assumed that {ln t} does not exist; however, this is incorrect. The point of this problem to guide you through the formal steps...
-
Evaluate by writing it as a sum of two integrals and interpreting one of those integrals in terms of an area. L (x + 3)/4- x dx
-
Evaluate by writing it as a sum of two integrals and interpreting one of those integrals in terms of an area. L, (x + 3)/4 x dx -2
-
A 25,000 kW turbo-generator is supplied with 128,000 kg/h of steam at 2.50 MPa and 400C when developing it rated load. There are actually extracted 10,400 kg h at 0.3 MPa and 8300 kg/h at 0.06 MPa....
-
Find the first two iterations of the Jacobi method for the following linear systems, using x(0) = 0: a. 4x1 + x2 x3 = 5, x1 + 3x2 + x3 = 4, 2x1 + 2x2 + 5x3 = 1. b. 2x1+ x2 + 1/2 x3 = 4, x12x2 - 1/2...
-
Even in firms in a monopolistically competitive market collude successfully and fix price, economic profit will still be competed away if there is unrestricted entry. Explain. Will price be higher or...
-
What is ultimate risk? Give and explain the formula for ultimate risk.
-
Assume that Stanford CPAs encountered the following issues during its various audit engagements in 2014: 1. It conducted the audit of Luck, a new client this past year. Last year, Luck was audited by...
-
Acme Company has two divisions, East Division and West Division. Here are data regarding the current year: East Division West Division Sales revenue $560,000 $478,500 Variable costs 192,000 247,500...
-
1. Considering Yips globalisation framework (Figure 9.2), what drivers of internationalisation do you think were most important when Wanda entered the US market through its AMC and Legendary...
-
Use the method of cylindrical shells to find the volume generated by rotating the region bounded by the curves about the given axis. y = cos(x/2), y = 0, 0 x 1; about the y-axis
-
Evaluate the integral. x In x dx Vx? 1
-
Complete the following MRP part record (note the lot size, lead time, and safety stock).
-
A uniform meter stick is supported by a knife edge at the 50-cm mark. Neglect the mass of the meter stick. Mass A (4 kg) is hanging at 30-cm mark and mass B (6 kg) is hanging 80-cm. Where a third...
-
Gravitational force is the main cause of high and low tides on Earth. The diagram shows the location of two 1-kg masses of water on Earth at A and B. What is the correct expression for calculating...
-
We start with some review problems A crate of mass 2 2 . 6 kg rests on a level surface, with a coefficient of kinetic friction 0 . 2 9 2 . You push on the crate with an applied force of 3 8 4 N ....
-
A baseball has a mass of 0 . 1 5 kg and radius 3 . 7 cm . In a baseball game, a pitcher throws the ball with a substantial spin so that it moves with an angular speed of 3 6 rad / s and a linear...
-
A small block slides down a frictionless track whose shape is described by y = ( x ^ 2 ) / d for x < 0 and by y = - ( x ^ 2 ) / d for x > 0 . The value of d is 2 . 8 8 m , and x and y are...
-
Canadian Products Corporation participates in a highly competitive industry. To compete successfully and reach its profit goals, the company has chosen the decentralized form of organization. The...
-
Proposals have been made to ?sail? spacecraft to the outer solar system using the pressure of sunlight, or even to propel interstellar spacecraft with high-powered, Earth-based lasers. Sailing...
-
Prove that d 2n /dx 2n (sin x) = (-1) n sin x and d 2n /dx 2n (cos x) = (-1) n cos x.
-
The following limits equal the derivative of a function f at a point a. a. Find one possible f and a. b. Evaluate the limit. sin (7 + h) lim 2
-
The following limits equal the derivative of a function f at a point a. a. Find one possible f and a. b. Evaluate the limit. V3 cos (7 + h) lim |h0 2
-
Deep in space there is an average particle density = 0 . 9 9 cm -3 3 and an extremely low pressure of P 0 = 4 . 9 x 1 0 - 1 -17 N / m 2 . What is the average temperature of ( mostly ) empty space?...
-
After analyzing the population data of a bacteria colony, a microbiologist determines that the population of the bacterial colony can be modeled by the equation P(t) = 500e0.1t. (a) What is the...
-
Suppose that the terminal point determined by t is the point (1) on the unit circle. Find the terminal point determined by each of the following. (a) It-t (x, y) = (b) -t (x,y)=([ (x, y) = (c) +t (x,...
Study smarter with the SolutionInn App