How many consecutive odd numbers will be needed to obtain the sum as 103 ?
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Answered by
1
Following this pattern, if we want 10³, there are 10 terms in the list.
The first term of the series start as
n²-n+1=10² - 10+1=100-10+1=91
Thus, the exquation is
91 +93 +95 +97+99+101+ 103 + 105+107 + 109=10³
So, there are 10 possible consecutive odd numbers sum upto 1000.
Answered by
0
Answer:
So, ten consecutive odd integers will be needed.
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