#### Problem Statement: ECE Board November 1994

Find the differential equation whose general solution is y = C1x + C2ex.

- A. (x – 1) y” – xy’ + y = 0
- B. (x + 1) y” – xy + y = 0
- C. (x – 1) y” + xy’ + y = 0
- D. (x + 1) y” + xy’ + y = 0

#### Problem Answer:

The differential equation is **(x – 1) y” – xy’ + y = 0**

Solution:

### Latest Problem Solving in Differential Equations

div.feedburnerFeedBlock ul li {background: #E2F0FD;

list-style-type: none;

margin:0 0 5px 0px;

padding:5px 5px 5px 10px !important;

border: 1px solid #0080ff;

border-radius:8px;

-moz-border-radius:8px;

-webkit-border-radius:8px;

}

div.feedburnerFeedBlock ul li:hover {

background:#ffffff;

}

div.feedburnerFeedBlock ul li a{

color:#ffffff;

text-decoration:none;

}

div.feedburnerFeedBlock ul li a:hover {

text-decoration: underline;

color: #000000;

}

div #creditfooter{

display: none;

}

More Questions in: Differential Equations

#### Online Questions and Answers in Differential Equations

If you liked this, then please subscribe to our YouTube Channel for engineering video tutorials. You can also find us on Twitter and Facebook.