Please help! A ball is dropped from the top of a 1,000 foot building. The height of the ball is half its original height after each bounce. What will the height of the ball be after 12 bounces? Using complete sentences, explain the procedure taken to answer this question.

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Please help! A ball is dropped from the top of a 1,000 foot building. The height of the ball is half its original height after each bounce. What will the height of the ball be after 12 bounces? Using complete sentences, explain the procedure taken to answer this question.

Mathematics
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You dont have explain in sentences. I just want the height please!
This is geometric sequence
Yes it is, I get the answer 0.48828125, But i dont think it is right.

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Other answers:

a = 1000 r = 1/2 n = 12 \[1000 (\frac{1}{2})^{n-1}\]
It should be n not n-1
Ok I did that and get 0.488281125
\[1000 (\frac{1}{2})^{12}\]
But why not n-1?
Because the formula I am given is with n-1, hmm idkk
Do you mean the geometric formula that you are given or this question provides you a formula?
Well that's the only formula I am given in my lesson.. yeah the first part of ur question is right
It shouldn't be n-1. You need to visualize the situation
Ok, then why don't you use -1? Because the first height wouldn't count right?
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thanks, i kinda understand now.
Glad that you get help from Open Study
Thank you :)

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