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| Q. |
Consider the recurrence relation ak = 6ak-1 - 9ak-2 with initial conditions a0 = 0 and a1 = 2. Which of the following is an explicit solution to this recurrence relation, provided the constants A and B are chosen correctly? |
| A. | an = A3n + B3n |
| B. | an = A3n + B(-3)n |
| C. | an = A3n + nB3n |
| D. | an = A(-3)n + nB(- 3)n |
| Answer» C. an = A3n + nB3n | |
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