List questions from recurrence-relations

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Is it valid recurrence for Master Theorem? $T(n)=T(n/2)+2^n$

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Find a linear reccurrence relation where a(n) is the number of subsets of {1,2,3,...,n} not containing three consecutive numbers.

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What happens to a system of difference equations when A is non-diagonalizable?

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Solve the reccurence $a_n= 4a_{n−1} − 2 a_{n−2}$

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Solve the recurrence $a_n=7a_{n-1}-10a_{n-2}$ where $a_{0}= 3$ and $a_{1}=3$

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Showing a particular recurrence is constant

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List Question

Intuitive explanation for derangements

Recursive sequences and solutions

Generating Series and Recurrence Relation and Closed Form

How many strings of $\{0,1,2,3\}$ of length $n$ are there such that $0$ appears exactly once and $1$ appears an even number of times?

Master Theorem for solving recurrences question

Is it valid recurrence for Master Theorem? $T(n)=T(n/2)+2^n$

Find a linear reccurrence relation where a(n) is the number of subsets of {1,2,3,...,n} not containing three consecutive numbers.

What happens to a system of difference equations when A is non-diagonalizable?

Solve the reccurence $a_n= 4a_{n−1} − 2 a_{n−2}$

Linear recurrence

Solve the recurrence $a_n=7a_{n-1}-10a_{n-2}$ where $a_{0}= 3$ and $a_{1}=3$

First Order Difference Equations

Solving This Particular Recurrence Equation

Select $k$ non overlapping segments from $n$ points

Showing a particular recurrence is constant

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