i. Evaluate the following sum. You must show your work, and your final answer should be...
help me with this. (1 point) (a) Evaluate the integral Your answer should be in the form kT, where k is an integer. What is the value of k? (Hint: darctan(z)- dr 2+1 tb) Now, lets evaluate the same integral using power series. First, find the power series for the function f(). Then, integrate it from 0 to 2, and call it S. S should be an infinite series an What are the first few terms of S 16 2+4...
Math 378-001 Page 4 Exam 3 10, Evaluate the integralSx I)dx by seting up and computing t the limit of a sum (your choice). Use partitions with n equal subintervals. ion. In particular your solution must include Show all work used to obtain your solut a) formula for the size of subintervals; b) formula for the endpoints; c) the function evaluated at the endpoints or the sup or inf on subintervals; d) the Riemann sum; e simplification and the limit...
You must show work on this paper to support your a nswer. Write your final answer in the blank tose exact values in calculations. Round final answer to the nearest tenth if necessary.) A baseball is hit 4 feet above ground at 80 feet per second at an angle π/3 with respect to the horizontal. How high did it go?
Important! Show ALL work on how you derive to the final answer. Please circle your final answer. Answer must be correct for thumbs up. I appreciate it. You are building a wading pool that is in the shape of an ellipse. Your plans give an equation for x2y2 the elliptical shape of the pool measured in feet as + = 1. Find the longest distance 81225 across the pool, the shortest distance, and the distance between the foci
1) Be sure to show all work for full credit. Circle your final answer. Evaluate the following expressions without a calculator. Be sure to show all steps for full credit. [2 pts each) 122 a b. 27
hi show your solution in full details not just the final answer ,cheers mate can you help please thanks I am stuck please Answer the following questions: Given the code segments below with n as the problem size, answer the following questions: //Code Segment 1 (Consider n as a power of 3) int sum = 0; for(int i = 1; i <= n; i = i*3) sum++; // statement1 //Code Segment 2: (Consider both possibilities for x) if(x...
Given the sequence defined with the recurrence relation:$$ \begin{array}{l} a_{0}=2 \\ a_{k}=4 a_{k-1}+5 \text { for } n \geq 0 \end{array} $$A. (3 marks) Terms of Sequence Calculate \(a_{1}, a_{2}, a_{3}\) Keep your intermediate answers as you will need them in the next questionsB. ( 7 marks) Iteration Using iteration, solve the recurrence relation when \(n \geq 0\) (i.e. find an analytic formula for \(a_{n}\) ). Simplify your answer as much as possible, showing your work. In particular, your final...
II. Derivations (You must show all your work for full credit.) i. Given the model y=XB+ɛ, derive the least squares estimate for ß? (10 points) ii. Show that B=(x+x)"x"y is an unbiased estimate for B.(10 points) ii. Given vlə) = E[(@–B\–B)], derive the variance- covariance matrix for the least squares estimator (10 points). iv. Given the model y=XB+ɛ, the transformation matrix T, and TTT=22-1, derive the GLS estimator (10 points).
Page 1 of 7 1. (15 points) Evaluate the following integrals. You must show your work clearly to get credit (6) / ( 362 2 + 1/3 - 312.6) de
You must show all your work to receive full credit for each problem. Final answers must be simplified and circled. 1. Complete the table below (use fractions not decimals!) and use it to graph the function f(x) = 3*. X у -2 Domain -1 Range O coordinates of the y-intercept 1 equation of the asymptote N