5. Now let's use everything we've learned to solve some more complicated integrals. (a) 23 +2...
C# Now that we've learned about interfaces and inheritance, let's think of a system where we can apply interfaces and inheritance to break down the system into multiple components and any opportunities that allow for sharing code using inheritance. 1. Describe a system that can be broken down into multiple components 2. What are some of the components that make up this system that would be good interfaces? 3. For any classes that you create for your interfaces, is there...
solve please Use symmetry to evaluate the following indefinite integrals 5 7 X - x+x dx 5 X 29. 4 2 5 +x 7 Use symmetry to evaluate the following indefinite integrals 5 7 X - x+x dx 5 X 29. 4 2 5 +x 7
Multiple Choice Questions: 1. Some of what we've learned about Income Summary account is: A) If we had a Net Loss, we will close Income Summary by debiting Income Summary and crediting Retained Earnings B) The income summary account is a temporary account that we create to close revenue, expenses, and dividends with it C) After closing revenue and expenses, the income summary account (before we close it) will have an ending balance that matches exactly the net income (or...
IMPORTANT HINT: Some of the integrals are given below. You do not have to solve the others, but you should be able to estimate them. În 1/2 [2*sin(TX)Min(TX)-dx] = 0.17571 În 1/2 12.sin(2mxhasin(2TX).dx) = 0.125 9. 1/2 12.sin(3TX)-Χ«Sin(3πχ)-axl = 0.13068 9. 1/2 [2*sin(nx)*x*sin(2TX)-dx1 = 0.122 14 1o 12 12.sin(rx) x sin(3Tx).dx] - -0.05061 1- Use Perturbation Theory to calculate the 1st order correction to the Energy an
Can you please give me a step by step on some of these? 23. Use the substitution method to evaluate the following indefinite integrals. (a) / 22(22 + 1)23 dx : + 7)(x2 + 7x + 3)4/5 dx (e) {(3x + 1)* de (a) / (2 – 22) de (@) ſtv7€ + 12 dt (n / van de (8) / ( vt * 133 die (h) t4/3 – 565 dt (0) / sva – 3 de (1) / sec(22) tan(2x)...
2) Determine what change of variables is necessary to solve each of the following integrals on the region R given: wih cormers at (0.0,a.).a-1).(0) s a rec bSSR cos(zy-s')d.A where R is a rectangle with corners at (-1,-2), (-1,0), (1,0),(1,2). e) SJ(a2 -v') sin(a -y)dA (indefinite integral) 3) Solve the integrals in a) and b) of the previous problem. Feel free to attempt c) but it is considerably longer and more challenging 2) Determine what change of variables is necessary...
Use the Substitution method to solve the system of equations. y - 2x = -5 3y - x = 5Solve one of the equations for x or y. Let's solve the first one for y: y - 2x = -5 y = 2x - 5 Now let's substitute 2x - 5 for y in the second equation to solve for x: 3(2x - 5) - x = 5 6x - 15 - x = 5 5x - 15 = 5...
2.6 Exercise. [Paul Use Theorem 9.35 and then Remark 9.34 to evaluate the following integrals (for some a, b e R such that a < b) 1. ( cos (r - log (x)dr 3. s 2 (3 - 10 dr 5. S sin (1-) (2-cs( ))dr 6. cos (3r) (si(3) 3-tan(4) a cos(4) 7 a (5r2+4) 14 15 2.6 Exercise. [Paul Use Theorem 9.35 and then Remark 9.34 to evaluate the following integrals (for some a, b e R such...
6. In this problem you will learn how to use Dirac delta functions to solve integrals and define densities of point charges. (a) Using the definition of Dirac delta function, evaluate the following integrals 15) 产00 (i) (4x2-8x-1) δ(x-4) dx (ii) sin x δ(x-π/2) dx x3 δ(x + 3)dx In(x + 3)δ(x + 2)dx (b) What is the volume charge density of an electric dipole, consisting of a point charge -q at (c) What is the integral of this charge...
Copy/Paste your script from 5b here. 4. Let's look at a more complicated script executable. a. Write the following as script6.sh and change its permissions to count for num in d do if num eq 100 then count (count+1) done echo The number 10 was found $count times What is the output? Run the script as ./script6.sh 10 20 30 10 40 20 50 10 60 <enter Summarize what the script does r using the read command. The following script...