Show your solution on a piece of paper. Consider the sequence: -187, -133, -79,-25, 29, 83 The formula for this is (in simplified form with no space, using format dx+a for arithmetic, a*r*x for geometric): The 193rd item in this sequence is these is bn^2+cn) (2:SHORTANSWER=27n^2-214n). What term is the number 4457 in the sequence? If not a term, round it down into an integer: and the sum of all using the summation formula (of the format:

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Answer the following

Write your solution in a piece of paper

Show your solution on a piece of paper.
Consider the sequence:
-187, -133, -79,-25, 29, 83
The formula for this is (in simplified form with no space, using format dx+a for
arithmetic, a*r*x for geometric):
The 193rd item in this sequence is
these is
bn^2+cn)
(2:SHORTANSWER=27n^2-214n).
What term is the number 4457 in the sequence? If not a term, round it down into an integer:
and the sum of all
using the summation formula (of the format:
Transcribed Image Text:Show your solution on a piece of paper. Consider the sequence: -187, -133, -79,-25, 29, 83 The formula for this is (in simplified form with no space, using format dx+a for arithmetic, a*r*x for geometric): The 193rd item in this sequence is these is bn^2+cn) (2:SHORTANSWER=27n^2-214n). What term is the number 4457 in the sequence? If not a term, round it down into an integer: and the sum of all using the summation formula (of the format:
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Follow-up Question

what about here just give me the direct answers since i have the solution now

The 193rd item in this sequence is
these is
bn^2+cn)
(2:SHORTANSWER=27n^2-214n).
What term is the number 4457 in the sequence? If not a term, round it down into an integer:
and the sum of all
using the summation formula (of the format:
Transcribed Image Text:The 193rd item in this sequence is these is bn^2+cn) (2:SHORTANSWER=27n^2-214n). What term is the number 4457 in the sequence? If not a term, round it down into an integer: and the sum of all using the summation formula (of the format:
Solution
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Follow-up Question

What is the answer here

The formula for this is (in simplified form with no space, using format dx+a for
arithmetic, a*r^x for geometric):
Transcribed Image Text:The formula for this is (in simplified form with no space, using format dx+a for arithmetic, a*r^x for geometric):
Solution
Bartleby Expert
SEE SOLUTION
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