Week 10 Non-Exact Equations - Determination of Integrating fac Name: Problem Set 10 Solve for the general solutions of the following DE: 1.2y(x² - y + x) dx + (x² - 2y) dy = 0 Week 10 Non-Exact Equations - Determination of Integrating Name: 2.y(4x + y)dx-2(x² - y)dy = 0 30 0 = xb (vs

Show complete solutions pls.   Values: X= 646 Y= 46 A= 8 B= 7 C= 8

Question 2 For each of the following equations, state the order and tell whether it is nonlinear or linear, In the case of nonlinear equation, CIRCLE the term(s) which make it nonlinear. du au du 2²u a²u du au a²u du + ax² at = 0 +√1 + x² = 0 ди əx + et = 0 0 at at at at² əx² at əx www. AP +

Week 13 Linear Equation of Order One Name: Problem Set 13 Solve for the general solutions of the following DE: 1.y' = x - 2y

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EXACT/ NON EXACT DIFFERENTIAL EQUATIONS (10)

Student A B D H Number 201780130 2 1 7 8 1 3 Evaluate the following variables and use them as given in the following problems. 200 if I is even, 250 if I is odd (D + G)*10 (H + I/2, if in case the result is zero, use 3 (A +C + E)*2 (P + M)*20 H + 5 M Q %3D 50(E + G + 1) II II || || || |||| ZNPORX

Start Siide Show B Print to PDF Commer • 1. a. How far does a particle travel between zero to four seconds if its position is given by: S (t) = t4 8t2 ( ft) Note use time intervals 0→2 and 2→4 b. Find the acceleration when velocity is zero C. Find the average velocity at t = 1s and t = 3 s %3D d. Find the average acceleration att = 0 andt = 2 s

Problem 1 Determine the vertical displacement at joint H of the truss below using the method of virtual work. Each steel member has a cross-sectional area of 4.5 in², and E = 29(10³) ksi. Hint: For more efficient computation of internal axial forces, consider the concept of zero-force members and use the symmetry of the structure and the given loading. A J —12 ft B 6 k 12 ft H C 8 k 12 ft G D 6 k - 12 ft F T 9 ft E

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