Math  /  Algebra

QuestionListen
What expression do we get when we made a pattern by adding consecutive odd whole numbers? None of these possibilities are correct. n+nn+n 2n2 n n2n^{2} 1+3+5+7+1+3+5+7+\ldots

Studdy Solution
Compare the derived formula n2 n^2 with the given options:
- n+n n+n simplifies to 2n 2n , which is incorrect. - 2n 2n is incorrect. - n2 n^2 matches our derived formula. - The sequence 1+3+5+7+ 1+3+5+7+\ldots is represented by n2 n^2 when summed up to the n n -th term.
The correct expression for the sum of consecutive odd numbers is:
n2 \boxed{n^2}

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