So i have found a recurrence relation for the differential equation xy''-8y'+xy=0 but now it says for me to answer this part: pic attached
@Loser66
hey, I remember 00 from Australia was the guy learned this stuff before me, right?
haha, what do you mean!?
I remember that when I took differential equation, you were the one who helped me out. right?00?
haha yes!!
except we do different material at different times. sometimes we do really complex material and then we do this stuff
oh, this stuff is from discrete
the course ranges from statistics to linear algebra to this type of calculus
so, I useless here, 00! From my discrete, I have to consider \(a_{m+2}\) as a'' to solve dif. equa.
haha oh well!! thanks for the chat mate
and for this problem, my diff. equa. course taught me solve by series method
yea thats what we are doing. by series method
thats how i found my recurrence relation
just plug m = 2,3,4..... to find out the value of a. and you have 2 columns of them, 1 is odd and 1 is even
yea thats what i've done
wait, why not m=0,1?
|dw:1400560027722:dw|
yep thats what i've done
|dw:1400549516556:dw|
Join our real-time social learning platform and learn together with your friends!