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The 15th and 21st terms
In an arithmetic series, the sum of the 5th to the 8th terms inclusive is 114, whilst the sum of the 12th to 15th terms
1 answer
asked by
Fasi
3,690 views
The 15th and 21st terms of an arithmetic sequence are -67 and -97. What is the 30th term?
This is all I can figure out? -97-
1 answer
asked by
Jalen
1,177 views
The 21st, 37th and 56th terms of an AP are consecutive terms of a GP. Find the common ratio of the GP.
1 answer
asked by
Shehu
990 views
In an arithmetic progression (A.P) of 21 terms: the 21st term is 252.find:the sum of the first 16 terms
1 answer
asked by
Sarah
124 views
In an arithmetic sequence , the 9th term is twice the 3rd term and 15th term is 80. Find the common difference and the sum of
2 answers
asked by
ying
1,725 views
The 5th,9th and 16th terms of a linear sequence (A.P) are the consecutive terms of an exponential sequence (G.P)
(i) find the
3 answers
asked by
Priscilla kumi
914 views
The fifth ninth and sixteenth terms of a linear sequence ( ap) are consecutive terms of an exponential sequence
1 find the common
4 answers
asked by
oluwatofunmi
3,352 views
Given a geometric progression whose common ratio is 2, if the sum of the 6th to 7th terms is 288, determine the sum of the 4th
2 answers
asked by
Jane
1,099 views
Show that the 21st, 37th and 65th terms of the linear sequence are consecutive terms of an exponential sequence whose common
2 answers
asked by
Andrew 1
1,242 views
The 10 th term of an arithmetic sequence is equal to the sum of 40 and 15th term. If the 15th term is 127, what is the common
1 answer
221 views