Asked by Kiki
What is the sum of the arithmetic series where n=100 , t1=7 and t2=205
Answers
Answered by
Reiny
if t1 = 7 and t2 = 205
then d = 205-7 = 198
sum(100) = (100/2)(2(7) + 99(198))
= 50(19616)
= 980800
then d = 205-7 = 198
sum(100) = (100/2)(2(7) + 99(198))
= 50(19616)
= 980800
Answered by
Mukhlisa Temirova
So we know n=100, t1=7, t100=205,
We will use this formula to find the sum Sn=(n/2)(a1+tn) (There are many formulas to find the sum)
S100=(100/2)(7+205)
=10,600 the answer is 10,600.
We will use this formula to find the sum Sn=(n/2)(a1+tn) (There are many formulas to find the sum)
S100=(100/2)(7+205)
=10,600 the answer is 10,600.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.