Ask a New Question

Asked by Kyle

Solve for the function y.

dy/dx = xe^y, when y(1)=0

I got as far as:
e^-y dy = x dx

But then how do you continue from there?
16 years ago

Answers

Answered by Damon
dy e^-y = x dx

- e^-y = .5 x^2 + c
when x = 1, y = 0
- e^0 = .5 * 1 + c
-1 = .5 + c
c = -1.5
so
e^-y = -.5 x^2 + 1.5
16 years ago

Related Questions

Solve this log function: a) log (sqrt(x^2-3x))=0.5 b) log (sqrt(x^2+48x))=1 I had to solve the function g of f where f is x^2+1 and g is sq. root of x. I wrote this out as the... Solve this Function: (3x-7)^2 (x^2-9x+18) ---------------------- x (x^2-12x+40) (x^16) how would i solve this function y=4x solve the function n(x)=|-2x| Solve the quadratic function y=2x^2-14x -16 by completing the square. Round roots to the nearest hun... solve for y' in the function y=sec^3(2x)-3sec2x Use the function f to solve the following: a) Local minima, local maxima, and stationary points if... After solve a function I get these X>_-1(greater than equal to) X>_3 & X>_2?what will be it's do... Solve the function 2(9^x) - 5(3^×) = 12 So what I did So far is changed it into log functions:...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use