a. For each of these recurrence relations, fill out its row in the chart: Linear? Constant (Y/N) Relation Homogen- Degree? Coeff? (Y/N) eous? (Y/N) an =2" + 3an-1 an = (n-1)an-1+3n²+4 an = an-5 + n?3"...


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a. For each of these recurrence relations, fill out its row in the chart:<br>Linear? Constant<br>(Y/N)<br>Relation<br>Homogen-<br>Degree?<br>Coeff? (Y/N) eous? (Y/N)<br>an =2

Extracted text: a. For each of these recurrence relations, fill out its row in the chart: Linear? Constant (Y/N) Relation Homogen- Degree? Coeff? (Y/N) eous? (Y/N) an =2" + 3an-1 an = (n-1)an-1+3n²+4 an = an-5 + n?3" an = an-2 + 2an-4 an = 3an-1 - 2an-2 +n+3
Degree? If Linear & constant coeff, then<br>characteristic equation<br>Relation<br>Linear? Constant<br>Homogen-<br>Coeff? (Y/N) eous? (Y/N)<br>(Y/N)<br>an = 3an-2<br>Y<br>Y<br>Y<br>2.<br>r^2-3=0<br>an = an-1- 3<br>Y<br>Y<br>r-1=0<br>an = af-1<br>N<br>Y<br>Y<br>NA<br>%3!<br>an = an-1 + 0 an-2 +2an-3<br>Y<br>Y<br>Y<br>r^3-r^2+0r-2=0<br>an = an-1/n<br>Y<br>Y<br>1<br>NA<br>an = an-1 + an-2 +n +3<br>Y<br>Y<br>2.<br>r^2-r-1=0<br>an = 4an-2 + 5an-4 + 9an-7<br>Y<br>Y<br>Y<br>7<br>r^7-4r^5-5r^3-9=0<br>

Extracted text: Degree? If Linear & constant coeff, then characteristic equation Relation Linear? Constant Homogen- Coeff? (Y/N) eous? (Y/N) (Y/N) an = 3an-2 Y Y Y 2. r^2-3=0 an = an-1- 3 Y Y r-1=0 an = af-1 N Y Y NA %3! an = an-1 + 0 an-2 +2an-3 Y Y Y r^3-r^2+0r-2=0 an = an-1/n Y Y 1 NA an = an-1 + an-2 +n +3 Y Y 2. r^2-r-1=0 an = 4an-2 + 5an-4 + 9an-7 Y Y Y 7 r^7-4r^5-5r^3-9=0

Jun 05, 2022
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