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    A Graphical Approach to Precalculus with Limits
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    Exam 11: Further Topics in Algebra
  5. Question
    Use Mathematical Induction to Prove That for All Positive Integers\(n, 7+13+19+25+\cdots+(6 n+1)=3 n^{2}+4 n\)
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Use Mathematical Induction to Prove That for All Positive Integers n,7+13+19+25+⋯+(6n+1)=3n2+4nn, 7+13+19+25+\cdots+(6 n+1)=3 n^{2}+4 nn,7+13+19+25+⋯+(6n+1)=3n2+4n

Question 7

Question 7

Short Answer

Use mathematical induction to prove that for all positive integers n,7+13+19+25+⋯+(6n+1)=3n2+4nn, 7+13+19+25+\cdots+(6 n+1)=3 n^{2}+4 nn,7+13+19+25+⋯+(6n+1)=3n2+4n .

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