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Consider the sequences given in the table below. Find the least number n, such that the nth term of the geometric sequence is greater than the corresponding term in the arithmetic sequence.
# of Term
1
2
3
4
5
...
n
Arithmetic
85,00
95,600
105,700
115,800
125,900
Geometric
10
50
250
1,250
The Geometric sequence is larger than the arithmetic sequence at what term?
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State the null & alternative hypotheses
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