What is the solution to the recurrence relation an=5an-1+6an-2? – McqOptions

MCQOPTIONS

1.	What is the solution to the recurrence relation a_n=5a_n-1+6a_n-2?
A.	2n<sup>2</sup>
B.	6n
C.	(3/2)n
D.	n!*3
Answer» C. (3/2)n

Discussion

No Comment Found

Related MCQs

Determine the solution for the recurrence relation a<sub>n</sub> = 6a<sub>n-1</sub> 8a<sub>n-2</sub> provided initial conditions a<sub>0</sub>=3 and a<sub>1</sub>=5.
Determine the value of a2 for the recurrence relation a<sub>n</sub> = 17a<sub>n-1</sub> + 30n with a<sub>0</sub>=3.
What is the solution to the recurrence relation a<sub>n</sub>=5a<sub>n-1</sub>+6a<sub>n-2</sub>?
Determine the solution for the recurrence relation b<sub>n</sub>=8b<sub>n-1</sub> 12b<sub>n-2</sub> with b<sub>0</sub>=3 and b<sub>1</sub>=4.
The solution to the recurrence relation a<sub>n</sub>=a<sub>n-1</sub>+2n, with initial term a<sub>0</sub>=2 are _________
Find the value of a<sub>4</sub> for the recurrence relation a<sub>n</sub>=2a<sub>n-1</sub>+3, with a<sub>0</sub>=6.
If S<sub>n</sub>=4S<sub>n-1</sub>+12n, where S<sub>0</sub>=6 and S<sub>1</sub>=7, find the solution for the recurrence relation.
Determine the solution of the recurrence relation F<sub>n</sub>=20F<sub>n-1</sub> 25F<sub>n-2</sub> where F<sub>0</sub>=4 and F<sub>1</sub>=14.
Consider the recurrence relation a<sub>1</sub>=4, a<sub>n</sub>=5n+a<sub>n-1</sub>. The value of a<sub>64</sub> is _________