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How do I solve this geometric problem?
Pile driver starts driving a piling. First impact= goes 100 cm into the ground. Second impact= moves 96 cm.
Geometricly:
how far on the 10th impact? how far into the ground on the 10th impact? what is the farthest it can be drawn into the ground?
I'm stuck on the first one with an= 100 (.96)^n-1 however it leads to a wrong answer on the answer key. Any ideas?
3 Answers
- 1 decade agoFavorite Answer
If this is the complete question and copied correctly , you started with an erred statement
The pile would have been at 104cm before the first impact
Then use the function
104-4X = y
where X = number of impacts and y is the depth after X impacts
also , the pile will be at ground level at 26 impacts
104-4X=0 where 0 = ground level
solving for X gives you 26
- hayharbrLv 71 decade ago
I think your formula finds how far it goes on each hit, not the total depth into the ground. You need the sum of a geometric series, Sn = a1 (1 - r^n) over (1-r)
Although I looked again and it could be asking for both. The tenth one all by itself would be a(10) = a(1) times r^(10 - 1)
or a(10) = 100 (.96)^9