solve the differential equation y''=x^-4

Notice: Undefined variable: position6 in /home/domains2/public_html/painphr.com/show.php on line 143

Guide :

# solve the differential equation y''=x^-4

solve by the simple deferntional method

## Research, Knowledge and Information :

Notice: Undefined variable: go_page in /home/domains2/public_html/painphr.com/show.php on line 211

### Second Order Linear Differential Equations - University of Utah

y y . We have already seen (in section 6.4) how to solve ﬁrst order linear equations; ... x which solves the differential equation (12.1) ...

### How to Solve Differential Equations - wikiHow

How to Solve Differential Equations. ... We do not solve partial differential equations in this article because the methods for solving these types of equations ...

### First-Order Linear Di erential Equations

First-Order Linear Di erential Equations: AFirst order linear di erential equationis an equation of the form y0+P(x) ... of y. We can solve this equation in general ...

### Separable equations example (old) (video) | Khan Academy

An old worked example video of solving separable equations. ... There isn't just one tool or one theory that will solve all differential equations.

### Using Series to Solve Differential Equations

Using Series to Solve Differential Equations Many differential equations can’t be solved explicitly in terms of ﬁnite combinations of simple familiar functions.

## Suggested Questions And Answer :

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### What is the general equation of the differential equation d^2/dx^2 + 4y = 0 ?

I read this as y"+4y=0 where y" is d^2y/dx^2 and y' is dy/dx. We start with the simple fact that the differential of sine is cosine and the differential of cosine is minus sine, so we have a repeating pattern in the differential. Furthermore, when we differentiate twice we also get a change of

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### Solve the equation p^2+p(x+y)+xy=0

Question:  Solve the equation p^2+p(x+y)+xy=0. Its related to engineering math -  Clairaut's equation. Since Clairaut's equation is a differential equation, then I am assuming that p means the first differential, dy/dx, or y'. You equation actually then is: (y')^2 + (y')*(x+y) + xy =

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### what is general solution for dw/dt = 7w+6y-10z

what is general solution for dw/dt = 7w+6y-10z dx/dt= 3w + x +3y-5z dy/dt= 5w+2x+11y-14z dz/dt=5w+2x+8y-11z Represent the coupled differential equations in matrix form. X = Av Where X is the column vector [w’ x’ y’ z’] and x’ = dx/dt, etc. And A is the component mat

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### How do I solve equations simultaneously?

In mathematics, simultaneous equations and systems of equations are finite sets of equations whose common solutions are looked for. The systems of equations are usually classified in the same way as the single equations, namely: System of linear equations System of polynomial equations System of ord

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### Solve the initial value problem dy/dx + 4xy = e−2x with y(0) = 1

Let Y,h: Y'h+4xY,h=0

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### If the equation is non homogeneous differential equation, is the solution exist?

The simple answer is that it often does, because the inhomogeneous DE can be split into a homogeneous part solvable by conventional means (e.g., solving the characteristic equation), and a particular solution by examining what remains when the homogeneous part is removed (and solved).

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### (1, -20), (7, -20), (2, -40), (6, -40), (5, -50), (8, 10), (9, 46), (0, 7), (-1, 47), (-2, 89)

First put all the points (x,y) in order of the x value: -2 89 -1 47 0 7 1 -20 2 -40 5 -50 6 -40 7 -20 8 10 9 46   When x=0 y=7, so the constant term in the function is 7 (y intercept). There's a minimum (turning point) near x=5 because the values of y for x=2

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### DIFFERENTIAL EQUATIONS

Verify eg range’s identity for the equation   x2y1+7xy’+8y=0 ?Verify eg range’s identity for the equation   x2y1+7xy’+8y=0 ?

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### solve the differential equation using frobenius xy^ll+(1-2x)y^l-(1-x)y=0

Notice: Undefined variable: position4 in /home/domains2/public_html/painphr.com/show.php on line 277

### solve differential equation: y' + y^2 sinx = 0

Question: solve differential equation: y' + y^2 sinx = 0 dy/dx = -y^2.sin(x) int dy/y^2 = -int sin(x) dx -1/y = C + cos(x) y(x) = -1/(C+cos(x))

#### Tips for a great answer:

- Provide details, support with references or personal experience .
- If you need clarification, ask it in the comment box .
- It's 100% free, no registration required.
next Question || Previos Question

Notice: Undefined variable: position5 in /home/domains2/public_html/painphr.com/show.php on line 357
• Start your question with What, Why, How, When, etc. and end with a "?"
• Be clear and specific
• Use proper spelling and grammar