Each coefficient of x^k is equal to 0
k=0 => 2c_0+2c_2=0
k=1 => 5c_1+2c_2-6c_3 = 0
k=2 => 8c_2+6c_3-12c_4 = 0
and so on
You can see that choosing the first 2 coefficients gives all the coefficients
ok i have a problem, that i cant seem to get started on...
so here is the problem..
after substituting into a differential equation, the resulting equation is given below. find two power series solutions. list at least 5 non-zero terms in each sequence before using the....
im thinking that i just substitute different values for k to find the first five terms? is this right? or am I off in my approach?
any thoughts or assistance would be greatly appreciated...