Asked by emmanuel olamide
The 43rd of an AP is 26 find the first term of progression given that the common difference is 1/2
Answers
Answered by
Steve
well, you have
a+42(1/2) = 26
a+21 = 26
a = 5
a+42(1/2) = 26
a+21 = 26
a = 5
Answered by
sagir
the sun infinity of a geometric progression(g.p) if first term of series is12
Answered by
OKON RITA ASUQUO
How did you get 21
Answered by
RIKIN
ARITHMETIC
Answered by
suleman
the 43 ap of 26 find the first term with common different of halp
Answered by
Precious
A +42(1/2)=26
A +21=26
A=26-21
A=5
A +21=26
A=26-21
A=5
Answered by
Vincent
A=5
Answered by
Matthew Vincent
Tn=a+(n-1)d=26
T43=a+(43-1)1/2=26
a+(42)×1/2=26
a+21=26
a=26-21
=5
T43=a+(43-1)1/2=26
a+(42)×1/2=26
a+21=26
a=26-21
=5
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