find the 11th term of sequence m-2n, m-n,m
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Answer:
y=mn^2
PREMISES
S=mn, m^2n^3, m^3n^5,…
This partial sequence suggests a pattern from left to right where the terms increase by a factor or common ratio of mn^2.
y=the common ratio of the sequence mn, m^2n^3, m^3n^5,…
CALCULATIONS
The common ratio or multiple of the partial sequence mn, m^2n^3, m^3n^5… can be denoted by the statement:
y=m^2n^3/mn
y=m^(2–1)n^(3–1)
y=
mn^2
ALGORITHM
a(n)=(n-1)mn^2, where n=any nth term in the sequence, n-1=the previous term, and where mn^2=the common ratio, factor, or multiple.
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