This is a long shot I know but, I've been in a really tough situation and need help catching up so I don't fail. My grandfather died recently whom I was very close with which sent me into a very deep

Advanced Algebra Name _____________________________ 6A: Sequence Formulas v0 6 If you are unable to print, label each answer by its corresponding question . You must also include your NAME and which assessment version. For questions 1 -2: Find the first four terms of the sequence. 1. 1. _____________________ _____ ______ 2. 2. _____________________ _____ ______ 3. Write EITHER a recursive OR explicit formula that would specifically generate the following sequence of 4, 92 , 2116 , 48668 3. _____________________ _____ ______ MULTIPLE CHOICE (4A, 4B, 4C, 5 are each 5 points) 4. Identify the type of sequences (A = arithmetic, G = geometric, N = neither ) 4A. Q#1 _________ generated or shown for questions #1, #2, & #3 (from above). 4B. Q#2 _________ 4C. Q# 3 _________ 5. A sequence is generated by . Which statement below is correct ? 5. _________ W. This explicit formula produces a harmonic sequence. X. This recursive formula produces an arithmetic sequence. Y. This explicit formula produces a Fibonacci sequence. Z. This recursive formula produces a geometric sequence. = 3 ntn − =   = −   1 n1 20 9 for all integers n 2 n v vv = 5 nw n Advanced Algebra Name _____________________________ 6B: Sequence Calculations v06 If you are unable to print, label each answer by its corresponding question . You must also include your NAME and which assessment version. If necessary, write answer in scientific notation (use __ x 10 __ ) with minimum of 4 decimal places. 6. What is the position of the number 813 in the sequence? 29, 43, 57, 71 , … 6 _______________________ 7. What is the position of the number 8135830269 in the sequence? 7, 21, 63, 189 , … 7. __ ______ ______________ _ 8. Schnortz is hired to build a database of Math Challenge problems. In the first week, Schnortz creates 50 problems. From week two to the eighteen th week, he will create an additional 21 problems each week. After that time, how many problems should be in the database? 8. ____________ ___________ 9. If a $28000 Ford Fusion depreciates 18% in value annually, to the nearest dollar, what would the value of the car be after 6 full years from now? 9. _______________________ 10 . Fill in the geometric means of the given sequence to the right. #10) 81, __ ________ , __ ________, 375