Asked by Sequence and series

The 4th term of an A.P.is 37 and the 6th term is 12 more than the 4th term.find the 1st and the 7th term of the sequence.
Answered by Reiny
4th term is 37 ---> a + 3d = 37

6th term is 12 more than 4th term ---> a+5d = a+3d + 12
2d = 12
d = 6
then in a+3d = 37
a + 18 = 37
a = 19

first term is 19
7th term = a+6d = 127

check:
19 25 31 37 43 49
is 4th term 37 ? yes
is 6th term 12 more than 4th? yes
Answered by angel
1 = 6.16 and 7= 43.12
Answered by angel
i think
Answered by angel
Reiny can u answer my other question please it is the latest one about the charity swim
Answered by Neeka
a+6d=19+36=55
Answered by John AKOCHE ADANU
Arithmetic and geometric progression. the following expression respresents a general arithmetic progression (AP):
A + (a + d ) + ( a + 2d) + :: + (1 - d) + 1
Answered by 4UMAN
WRONG
Answered by Dasilva
19 and 55
Answered by Samuel Anietie
Good and correct
Answered by Adelaide gr8
Reiny is correct
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