sum of how many terms of GP 800,400,200 . is 1500?
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Answer:
Let’s assumed the next number in the sequence be X.
Let's find out the pattern
800400 = 2
400200 = 2
200100 = 2
10050 = 2
Pattern: each number in the sequence is half from its predecessor number.
So accordingly, the required equation would be:
50X = 2
or, X = 502
or, X = 25
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