IB Questionbank

Processing math: 100%

Updates to Questionbank

User interface language: English | Español

Syllabus

The first-degree linear recurrence relation ${u_n} = a{u_{n - 1}} + b$ .

Path:

Topic 10 - Option: Discrete mathematics » 10.11 » The first-degree linear recurrence relation

${u_n} = a{u_{n - 1}} + b$ .

Description

[N/A]

Directly related questions

15N.3dm.hl.TZ0.2b: Find an expression for ${u_n}$ in terms of $n$ .
15M.3dm.hl.TZ0.3a: The sequence $\{ {u_n}\} ,{\text{ }}n \in \mathbb{N}$ , satisfies the recurrence relation...
15M.3dm.hl.TZ0.3c: The sequence $\{ {v_n}\} ,{\text{ }}n \in \mathbb{N}$ , satisfies the recurrence relation...
14N.3dm.hl.TZ0.5d: After they have played many games, Pat comes to watch. Use your answer from part (c) to estimate...
14N.3dm.hl.TZ0.5b: Show that ${u_n}$ satisfies the recurrence...
14N.3dm.hl.TZ0.5c: Solve this recurrence relation to find the probability that Andy wins the ${n^{{\text{th}}}}$ ...

Sub sections and their related questions

None