Question: Find the integral J (x sec (2x) - 2x sin x) dx = x tan(2x) + x cos x

Find the integral
J (x sec (2x) - 2x sin x) dx = x tan(2x)

J (x sec (2x) - 2x sin x) dx = x tan(2x) + x cos x

Step by Step Solution

★★★★★

3.40 Rating (169 Votes )

There are 3 Steps involved in it

1 Expert Approved Answer
Step: 1 Unlock

To verify the given equation lets find the antiderivative of the expression on the lefthand side and ... View full answer

blur-text-image
Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock
Step: 3 Unlock

Students Have Also Explored These Related Mathematics Questions!

Q:

Company X, a multinational corporation operating in the technology sector, found itself struggling to keep its audit processes aligned with the fast-paced nature of the industry. Conventional audit...

Q:

Find dy/dx when y is given by (a) sin(2x + 3) (d) sec 6x (g) xcos x (b) x cos x (e) x tan 2x (h) tan 2x 1 + x sin 2x x + 2 (f) sin 6x (c)

Q:

Determine the sign (+ or ) that yields the correct formula for the following: (a) (b) (c) d -(sin x + cos x) = sin x cos x dx d dx d dx sec x = sec x tan x cotx = csc x

Q:

goal start Figure 3: A hexagonal tiling with free cells colored white and impassable cells colored gray. Consider the problem of path planning on a hexagonal tiling where some of the cells are...

Q:

Find each integral. J (3 cos x - 4 sin x) dx

Q:

Taj west end hotel case study In Dubai there are 5 major players in 5 star hotel category. These are a. Windsor Manor Hotel. b. Oberoi. c. Ashok, an ITDC run hotel d. Le Meridien (earlier it was...

Q:

UIZ # 4 Problems (An answer, even if \"correct\" but lacking work, will NOT receive full credit!) 1. Use the definition of an improper integral to evaluate the following integrals. (a) 1 x 3 dx 4 (b)...

Q:

MATH260Week 6 Lab Name: Antiderivatives According to the first part of the fundamental theorem of calculus, the antiderivative reverses the derivative. If f(x) is a derivative, F(x) is the...

Q:

Directions: Answer these questions without using your calculator. 1. ( 3 x - 2x + 3 ) dx = (A) x-x2 + C (B) 3x - x2 + 3x + C (C) x3-x2+ 3x + C (D) - (3x2 - 2x + 3)2 + C (E) none of these 2. x - 1 dx...

Q:

please do 16, 34, 48, 66, 72, 79, 80, 82, 83 Exercises 6.1 Inspector Zoom Share Terms and Concepts 17. cos ( 3 - 6x) dx 1. Substitution "undoes" what derivative rule? 18 . sec ' ( 4 - x ) dx 2. T/F:...

Q:

Noel Zoeller is the newly hired assistant controller of Kemp Industries, a regional supplier of hardwood derivative products. The company sponsors a defined benefit pension plan that covers its 420...

Q:

The designers of social media are masters at exploiting the minds vulnerability to these technologies. Explain positive intermittent reinforcement and how it is used to make social media addictive.

Q:

Match the parabola with one o f the listed equations. Then find the parabola's focus and directrix. x 2 = 2 5 y , x 2 = - 2 5 y , y 2 = 2 5 x , y 2 = - 2 5 x

Q:

Calculate the tax refund for a given loss.

Q:

Look for information on incident response on your institutions Web site. Does your institution have a published plan? Identify the areas in an academic institutions contingency planning that might...

Q:

Ana is a dedicated Skee Ball player (see photo in Exercise 4) who always rolls for the 50-point slot. The probability distribution of Anas score X on a randomly selected roll of the ball is shown...

Q:

You now need to calculate the cost of debt for Telus. Go to pfin.ca/canadianfixedincome/Default.aspx and, under Corporates section, search for yield to maturity data for some of Teluss bonds. What is...

Q:

Using solver find out the solution to the the Philips Drug Company. This company has three warehouses, denoted by W1, W2, and W3. The first W1, is in Chicago, W2 is in Mississippi, and W3 is in New...

Q:

Item 1 Consider the following scenario: A lead pharmacist has noticed that pharmacy technicians are occasionally shorting prescriptions by 1 or 2 pills. The technicians have been at the pharmacy for...

Q:

A curve has parametric equations x = 4at 2 , y = a(2t 1), where a is a constant. The curve passes through the point (4, 0). Find the value of a.

Q:

Given that y = (1 + ln 4x) 3 /2 find the value of dy/dx at x = 1/4 e 3 .

Q:

For each of the following mappings: i. State whether the mapping is one-to-one, many-to-one or one-to-many. ii. State whether the mapping could represent a function. a y y O AX b C y. O y. O y 0 X

Q:

=+31. A common method for selecting a random sample without replacement from the integers 1, 2, 3, . . . , N is to generate a random sample with replacement (using random number tables or a software...

Q:

=+a. Calculate the relative errors for each of the five measurements in Exercise 25.

Q:

=+b. Relative errors are often stated in terms of the maximum relative error to be expected for any measurements within the range of an instrument. Suppose, for example, that a thermometer has a...