
Here goes... functions.
f(x)= 3-x and G(x)= 3/x, X does not equal 0
a Find p(x) where p(x)= f(g(x))
b If q(x)= 3/3-x, x does not equal 3, find p(q(x)) in it's simplest form
Also... recurrence relations.
Two sequences are generated by the recurrence realations un+1= aun + 10 and vn+1= a^2vn + 16
The two sequences approach the same limit as n tends to infinity.
Determine the value of a and evaluate the limit.
Hope someone can understand this. Good luck x