List questions from induction

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Proof through Induction

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Trying to simplify an expression for an induction proof.

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proof by simple mathematical induction question

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$2005$th derivative of $f$ at $0$

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Predicates and Indirectly Proving the last step of Mathematical Induction

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Proving that $8^n - 3^n$ is divisible by $5$

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Sum of reciprocals of squares - bounding

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Induction mathematics

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Find a recurrence for the number of ways to arrange cars in a row with $n$ parking spaces

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Prove by induction that the Fibonacci sequence $≤ [(1+\sqrt{5})/2]^{n−1}$, for all $n ≥ 0$.

Published on 16 Apr 2026 - 14:24

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How to induct for double summation?

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Prove that $n^4-n^2$ is divisible by $8$ if $n$ is an odd positive integer.

Published on 17 Apr 2026 - 22:34

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Prove by induction that for every $n \in \mathbb{N}$, $(1 + \sqrt{3})^n + (1 - \sqrt{3})^n \in \mathbb{Z}$.

Published on 16 Apr 2026 - 3:31

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Show $∀n≥3$, $2n^2+1 ≥ 5n$

Published on 12 Apr 2026 - 21:47

List Question

Prove $4n < n^2 - 7$ for $n$ is greater than or equal to $6$

Proof through Induction

Trying to simplify an expression for an induction proof.

proof by simple mathematical induction question

$2005$th derivative of $f$ at $0$

Predicates and Indirectly Proving the last step of Mathematical Induction

Proving that $8^n - 3^n$ is divisible by $5$

Sum of reciprocals of squares - bounding

Induction mathematics

Find a recurrence for the number of ways to arrange cars in a row with $n$ parking spaces

Prove by induction that the Fibonacci sequence $≤ [(1+\sqrt{5})/2]^{n−1}$, for all $n ≥ 0$.

How to induct for double summation?

Prove that $n^4-n^2$ is divisible by $8$ if $n$ is an odd positive integer.

Prove by induction that for every $n \in \mathbb{N}$, $(1 + \sqrt{3})^n + (1 - \sqrt{3})^n \in \mathbb{Z}$.

Show $∀n≥3$, $2n^2+1 ≥ 5n$

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