Question

give an example of an arithmetic sequence that is found in the real world. find the common difference and write a recursive and iterative rule for the sequence. then give an example of a geometric that is found in the real world. find the common ratio and write ac recursive and iterative rule for the sequence. use a rule to find any term.

Answer 1

intereso d eolte Amours Percent loni this is an anidhematic sequon with na aaroun d=山(Common dipperend Soy we ha NC ie Recursive amount n Amountn-)+a where d /a

Fos Geometric Sequence CRe al arld cxample Compound Itenesp n-1) nal amo ie where n iろ1atethetiche ole pon& arhs un that is here C and s4he num ber al years D- 1