Math  /  Algebra

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By using proof by induction specify the firbe arrec sieps iv prove that P(n)P(n) is true such that P(n)P(n) is: 8+16+24++8n=8n(n+1)28+16+24+\cdots+8 n=\frac{8 n(n+1)}{2} is true for all positive integers (n1)(n \geq 1)

Studdy Solution
By the principle of mathematical induction, we have proven that 8+16+24++8n=8n(n+1)28 + 16 + 24 + \cdots + 8n = \frac{8n(n+1)}{2} is true for all positive integers nn.

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