(Solved): Assignment 3 Analysis of Sequences (1/2) A sequence is useful to represent sequential data. For ex ...

Assignment 3 Analysis of Sequences (1/2) A sequence is useful to represent sequential data. For example, hourly records of weather data (temperature, wind speed, etc.) and daily records of new covid-19 cases are the sequences. Answer the following questions (next page) about the Linear Homogeneous Recurrence Relation of degree 1 for simple sequences: an = C?an-1 for n ? 2. Assignment 3 Analysis of Sequences (2/2) 1. Find the general solution of the Recurrence Relation 2. Represent the general solution using the initial value a, (without arbitrary constant) 3. Categorize sequences of the Recurrence Relation into an appropriate number of patterns, based on the values of c? & a, (e.g. c?> 0 and a? < 0). Each pattern shows a distinct sequential property. Fill in the table, where name each pattern according to that property: Pattern Name Condition of c, and a? 4. Sketch each pattern of sequences using line plot (with example values of c? & a?)