A Geometric Progression has the following terms: 5000, 5550, ... . Which term in this sequence would first exceed or equal 31,000? What is the sum from the 1st term to this term?
A Geometric Progression has the following terms: 5000, 5550, ... . Which term in this sequence would first exceed or equal 31,000? What is the sum from the 1st term to this term?
Chapter12: Sequences, Series And Binomial Theorem
Section12.2: Arithmetic Sequences
Problem 12.27TI: Write the first five terms of the sequence where the first term is 7 and the common difference is...
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A Geometric Progression has the following terms: 5000, 5550, ... . Which term in this sequence would first exceed or equal 31,000? What is the sum from the 1st term to this term?
Answer: It would exceed or equal at the 1 th term.
(Correct to 3 decial places) The sum from the 1st term to this term = 2
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