Intermediate Maths solutions for Differential Equations
Inter Maths IIB solutions for Differential Equations exercise 8(a), 8(b), 8(c), 8(d) and 8(e) are given.
These solutions are very easy to understand. First you should study the textbook lesson ver well.
You should also observe the example problems and solutions which are given in the textbook. Try them.
Observe the given solutions and try them in your own method.
You can also see
SSC Maths text book Solutions class 10
Inter Maths 1A Solutions textbook
Inter Maths 1B textbook solutions
Inter Maths 1IA text book solutions
Inter Maths IIB text book solutions
Model papers for maths SSC class 10 and Inter
Inter Maths Solutions for Differential Equations
Exercise 8(a)
Inter 2nd year maths class 12 Chapter 8 Differential Equations exercise 8a problem I Question 1
Find the order of the differential equation obtained by eliminating the arbitrary constants v and c from xy = ce^x + be^ -x + x^2.
Inter 2nd year maths class 12 Chapter 8 Differential Equations exercise 8a problem II Question 1
Form the differential equations of the following family of curves where parameters are given in brackets.
i. y = c ( x – c)^2 : (c)
Problem
y = a cos ( nx + b) : (a, b)
The ellipses with centres at the origin and having coordinates axes as axes.
Inter second year maths class 12 Chapter 8 Differential Equations exercise 8a Problem III Question 1
Form the differential equations of the following family of curves wear parameters are given in brackets.
Inter 2nd year maths class 12 Chapter 8 Differential Equations exercise 8a problem III Question 2
Obtain the differential equation which corresponds to each of the following family of the curves.
i. The circle which touch the Y- axis at the origin.
The parabolas each of which has a latus rectum 4s and whose axes are parallel to X-axis.
F
The parabolas having their foci at the origin and axis along the X-axis.
F
Maths Inter 2b solutions for Differential Equations
Exercise 8(b)
Inter second year maths class 12 Chapter 8 Differential Equations exercise 8b problem I Question 1
Inter second year maths class 12 Chapter 8 Differential Equations exercise 8b problem I Question 2
Find general solution of dy/dx = 2y/x.
Inter second year maths class 12 Chapter 8 Differential Equations exercise 8b problem II Question 1
Solve the following differential equations.
Inter second year maths class 12 Chapter 8 Differential Equations exercise 8b problem I Question 2
Inter second year maths class 12 Chapter 8 Differential Equations exercise 8b problem I Question 3
Differential Equations solutions Inter second year maths class 12 Chapter 8 exercise 8b problem I Question 4
Differential Equations solutions Inter second year maths class 12 Chapter 8 exercise 8b problem I Question 6
Differential Equations solutions Inter second year maths class 12 Chapter 8 exercise 8b problem I Question 7
Differential Equations solutions Inter second year maths class 12 Chapter 8 exercise 8b problem I Question 9
Chapter 8 Exercise 8b Differential Equations solutions Inter second year maths class 12 problem III Question 1
Chapter 8 Exercise 8b Differential Equations solutions Inter second year maths class 12 problem III Question 2
Chapter 8 Exercise 8b Differential Equations solutions Inter second year maths class 12 problem III Question 3
Chapter 8 Exercise 8b Differential Equations solutions Inter second year maths class 12 problem III Question 4
dy/dx = 2y tan hx
Senior Inter IIB Chapter 8 Exercise 8b Differential Equations maths class 12 problem III Question 5
Senior Inter IIB Chapter 8 Exercise 8b Differential Equations maths class 12 problem III Question 6
Inter Maths IIB solutions for Differential Equations
Exercise 8(c)
Senior Inter IIB Chapter 8 Exercise 8c Differential Equations maths class 12 problem I Question 1
Senior Inter IIB Chapter 8 Exercise 8c Differential Equations maths class 12 problem I Question 2
Inter IIB Chapter 8 Exercise 8c Differential Equations maths class 12 problem I Question 3
Express x dy/dx = y ( log y – log x + 1) in the form F y/x = dy/dx.
Inter IIB Chapter 8 Exercise 8c Differential Equations maths class 12 problem II Question 1
Solve the following differential equations.
1. dy/dx = (x – y)/ (x + y).
Inter IIB Chapter 8 Exercise 8c Differential Equations maths class 12 problem II Question 2
Inter IIB Chapter 8 Exercise 8c Differential Equations maths class 12 problem II Question 3
Problem
(2x – y) dy = (2y – x) dx
Problem
Solve (x – y log y + y log x) dx + x(log y – log x) dy = 0.
Problem
Solve (y dx + x dy) x cos y/x = (x dy – y dx) y sin y/x.
Differential Equations solutions Inter Maths 2b
Exercise 8(d)
Problem
2(x – 3 + 1) dy/dx = 4x – 2y + 1
Problem
(2x + y + 1) dx + (4x + 2y – 1) dy = 0.
M
Problem
(x – y – 2) dx + (x – 2y – 3) dy = 0.
Observe again
Problem
(x – y) dy = ( x + y + 1) dx
Problem
(2x + 3y – 8) d. = (x + y – 3) dy
Solutions for Differential Equations Inter Maths IIB
Exercise 8(e)
Note : Observe the solutions and try them in your own method.
You can see solutions for Inter text book Maths IIB
Nios maths 311 book 2 solutions for some chapters
1. Circle
3. Parabola
4. Ellipse
5. Hyperbola
6. Integration
8. Differential Equations