4Jump to... Xzavier w State University- P255-Spring19-CASH Activities and Due Dates HW 1: Math Review D Assignment Score: 1250/1600 ResourcesHint Check < Question 16 of 16 > Consider three functions x(t), u(t), and att), such that dx dt do dr = a(t) The function o(r) is given by () What is a(5)? a(5) If x(0) 17, what is x(4)? รา2 F10
Math 311 Final. Version A, Page 6 of 9 December 17, 2018 5、Let X and Y be discrete random variables withjoint probability mass function given by the following table: 11 2 0 X 2 3 1 .1 3 01 1 (a) Give the marginal probability mass functions of X and y. endent? Justify your answer. (No credit will be given without (b) Are (b) Are X and y independent? J (c) What is P(X 2Y -3)?
2. Solve the following set of homogeneous first-order ODEs using the substitution y = vx. (a) 2xy = 3(x2 + y²), given y = 2 when x = 1. (b) x = y(In x – Iny), given y = 4 when x = 1. (C) (x2 + 3xy + y2). dx - x2.dy = 0, given y = 0 when x = 1.
Unit 3 HW #3 Due Wednesday, October 30 Complete the following table: 1. Acidic or Basic РОН H*], M pH ТОН , М 2.45 5.82x 10-6 -0.11 5.4 x 109 3.25 -.206 5.78 x 10-10 2.26 4.93 x 106 7.00
Macroeconomics, Problem Set #3 Due: Friday, October 26, 2017 The questions below are due at the beginning of class If you believe your handwriting is readable, you can submit a copy of handwritten homework. Otherwise, your answers should be typed. KosLas, where K is the #1. Suppose the production function in medieval Europe is Y amount of land and L is the amount of labor. The economy begins with 100 units of land and 100 units of labor. Answer the...
MATH 242 PROBLEM SET 6-DUE APRIL 2 Determine whether the infinite series is convergent or divergent. Show your reasoning. In particular, make lear which of the tests you are using n-2 (2) ΣΑΤ (3) Σ tan-1 (en) 4) tan-(n) n In n n +4)! (9) Σ sin ( i (In(n)2 (11) Σ in
MATH 242 PROBLEM SET 6-DUE APRIL 2 Determine whether the infinite series is convergent or divergent. Show your reasoning. In particular, make lear which of the tests...
Math 32-_ Multivariable Calculus HW 3 (1) Consider the two straight lines L1 : (2-t, 3 + 2t,-t) and L2 : <t,-2 + t, 7-20 a) Verify that L1 and L2 intersect, and find their point of intersection. (b) Find the equation of the plane containing L1 and L2 (2) Consider the set of all points (a, y, z) satisfying the equation 2-y2+220. Find their intersection 0 and 2-0. Use that information to sketch a with the planes y =-3,-2,-1,0,...
B =X Y 1 17 3 15 5 10 7 7 9 1 HW 1 For the date above 1-1. Construct an Analysis of Regression table, below (Below is the regression table I made) Source of Variation Degrees of Freedom, d.f. Sums of Squares, SS Mean Squares, MS F, FR, MSR/MSE Total 4 164 Regression 1 160 160 120.3 Residual 3 4 1.33 (I need a help with this) 1-2. Test B= 0 with a = 1%
3. Approximate the function f(x) = Vx by T4(x), the Taylor polynomial of degree 4 centred at x = 1. Do this in two ways: (a) Use the general formula at the top of page 60--calculating successive derivatives of vx. (b) Change variable so you can directly use the formula of Ex 4.6: 1 17 1/ 11315 (1 + y)1/2 = 1+3y + 2 + - 41 2 y4 + ... ull- 2 2 2 Now we ask how accurate...
Math 2177 4) For vector field f(x, y) = (xy, 2-y): i set up the line integral along the following paranie trized curves. G: gradient of any function f(x, y). Horizontal E vertical - Ellipse (9,14) (7,11) (13,7) ii) show that f(x, y) is not equal to the C, (579)