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 _____________________________ 6C: Finite Differences , End Behaviors , Pascal’s Triangle v01 Given the sequence: 18 , 51 , 104 , 1 77, 270 , 383 , … 1. Give next two values of sequence. 1. ________________________________ 2. Find explicit formula for sequence. Must show work of three equations for credit. 2. ________________________________ 3. Find 78 th term of sequence. Must have shown work from #2 for credit. 3. ________________________________ 4-6: T) Identify sequences ’ first three terms each as reduced impr oper fractions (unless it is an integer) EB) Determine sequences’ limit / end behavior as n increases without bound (n → ꝏ ) Either write “CONVERG ES to ___ ” wi th correct limit filled in (no partial) or “DIVERGES ”. 4. 5. 6. T) ______________________ ______________________ ______________________ EB) ______________________ ______________________ ______________________ 7-9: Pascal’s Triangle 7. Given four entries in a row of Pascal’s triangle are … 24,310 19,448 12,376 6,188 …; what are three entries in the next row below? 7. ____________________________________ 8. In order , what are the first four entries in row 28 ? 8. ____________________________________ 9a. What is the largest value in row 28 ? 9a. ____________________________________ 9b. What is the sum of the terms in row 28 ? 9b. ____________________________________ 10. Identify the SchnortzSchool analogy used in the video to explain the limit / end behavior for sequences based on rational expressions. WARNING! Spelling counts as it improves one’s “math street cred.” 10. __ ____________ ___ _________ ++ = ++ 43 4 3 2 2 10 8 79 n nn a n n n 42 2 3 5 7 8 6 4 n nn b nn ++ = ++  =  7 8 9 n nc