Homogeneous, constant coefficients Boundary Value problem (BVP) solver

This is a function that solves any homogeneous, constant coefficients BVPs

The purpose of this program is to implement the analytical solution for the following general 2nd order, homogeneous, Boundary Value problem (BVP) with constant coefficients.

ax"(t)+ bx'(t)+ cx(t)=0 for t1<=t<=t2
BC: x(t1)=x1 and x(t2)=x2

Solution:
>> BVP(a,b,c,t1,t2,x1,x2)

Example:

x"(t)+ 0.5x'(t)+ 10x(t)=0
Boundary values
x(1)=2, x(10)=0;

>> BVP(1,0.5,10,1,10,2,0)