Question

Differential Equation and Initial Condition, Find y as a function of x if y³-8y²+15y=24eˣ - y(0)=17, y(0)=13, y²(0)=2

Answer 1

To find y as a function of x in the given differential equation and initial condition, we can start by rewriting the equation...

Step-by-step explanation:

To find y as a function of x in the given differential equation and initial condition, we can start by rewriting the equation as:

y³ - 8y² + 15y = 24e^x

Then, we can solve this equation using appropriate methods. However, the initial conditions provided are not clear. Are there two initial conditions given? Please specify the values for y(0), y'(0), and y''(0) if available.