Assignment 1 MTH401: Differential Equations
Lectures: 08 to 15
Due Date: 09-12-2019
Instructions:
• Attempt all questions.
• Submit assignment within time, no assignment will be accepted through email.
Question 1
If is a solution of then find its second solution using the formula.
Note: where is a coefficient of involving in the above given differential equation.
Question 2
Determine whether , is a solution of the differential equation or not.
[image: NYTWp4s.png]
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Re: MTH401 Assignment 1 Solution and Discussion
Assignment#1
MTH401 (Spring 2020)
Total marks: 20
Lecture#1-15
Due date: June 13, 2020
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Question:1
Given that is a solution of
Find general solution of the differential equation on the interval .
Question:2
Solve the differential equation
[0_1592167621308_Spring 2020_MTH401_1.docx](Uploading 100%)
Assignment 2 MTH401: Differential Equations
Lectures: 25 to 32
Due Date: 28-01-2020
Instructions:
• Attempt all questions.
• Submit assignment within time, no assignment will be accepted through email.
Question 1
Solve the following differential equation:
[image: JPd4h2L.png]
Question 2
While solving the DE y^″+y=0 about x_0=0 by power series method, find the relation
between coefficients c_(n+2) andc_n where y=∑_(n=0)^∞▒c_n x^n
Quiz 1 Total Questions : 15
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MTH401 Quiz 1 Solution and Discussion
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