the third term of an arithmetic sequence is 35 and the 6th term is 68 what is its 85th term
Answers
Answered by
0
Answer:
the answer is will be 8th term
Answered by
2
Answer:
937 is the 85th term.
Step-by-step explanation:
we know that nth term of an arithmetic sequence is a+(n-1)d
therefore,
3rd term= a+(3-1)d
6th term= a+(6-1)d
when the equations are subtracted,
_ a+2d=35
a+5d=68
-3d= -33
d=11
a+2d=35
a+22=35
a=13
85th term=a+(85-1)d
13+(84)11
13+924
=937
Hope that helps!
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