3.Find the general solution of the following differential equations:(a) (2xy + 3x²)dx + (x² +4y)dy = 0(b) (xy+ y²)dx + (x² + xy)dy = 0dy(c) x² + y = x²y²dx

(a) (2xy + 3x²)dx + (x² + 4y)dy = 0Let's approach this in detail:1. First, we check if it's an exact…

Answered: 3. Find the general solution of the…

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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On a three-dimensional cartesian plane, Points A, B, C, and D are to be plotted as follows: POINT: A: B: C: D: Determine the x-component of vector AB. Express your answer in terms of the units on the DROP-DOWN MENU (if applicable). Observe 3 decimal places. The error threshold is t 2.50 % Relative to the right answer. DO NOT INDICATE UNITS ON THE ANSWER BOX Answer: Determine the y-component of vector AB. Express your answer in terms of the units on the DROP-DOWN MENU (if applicable) Observe 3 decimal places. The error threshold is t 2.50 % Relative to the right answer. DO NOT INDICATE UNITS ON THE ANSWER BOX Answer:
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Is this an exact Differential equation or not [(x+y)sin(y)]dx+[xsin(y)+cos(y)]dy=0
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3. Find the general solution of the following differential equations: (a) (2xy + 3x²)dx + (x² +4y)dy = 0 (b) (xy+ y²)dx + (x² + xy)dy = 0 dy (c) x² + y = x²y² dx