Asked by Eryea

Find the sum of the 25th term to 50th term of the arithmetic progression 28,23,18, ...
Answered by Reiny
You have an AS where a=28 and d= -5

Find the sum of the first 50 terms using your formula, and then the sum of the first 24 terms.
Subtract the two.

(you should get 7525 - 2052 = 5473 )
Answered by Andy
The progression lists stops on the downtown 1 train in New York. The next number in the sequence is 14, but that's the last numeric stop.

Try a real New York high school exam question: Complete the progression:
4,14,34,42,blank, blank.
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