Proof: Recursion Equality

Proofs, doncha love 'um? (Headbang) ... Well, I guess some of you might...

Anyway, down to business.

Define the function Q(n), (n is a Positive Integer) by

Q(0)=2,

Q(1)=6,

Q(x)=6Q(x-1)-5Q(x-2)

Prove by Induction Q(n) = (5^n)+1

I admit, I can't do proofs well to begin with. I can usually blunder through induction; but I don't know how to write it when it uses recursion without doing an ever-expanding blob of variables and equations that all look the same. (Thinking)

Any assistance you could provide would be very appreciated. (Bow)

I should note that I do understand what is going on... it just gives me a headache to try and prove it >.<