Determine and describe a recursive procedure for generating a sequence, given the initial terms and represent sequences as discrete functions in a variety of ways
11U.C.1.4
Represent a sequence algebraically using a recursion formula, function notation, or the formula for the nth term and describe the information that can be obtained by inspecting each representation
11U.C.2.2
Determine the formula for the general term of an arithmetic sequence [i.e., t_n = a + (n –1)d ] or geometric sequence (i.e., tn = a x r^(n – 1)), through investigation using a variety of tools and strategies and apply the formula to calculate any term in a sequence
