Find a recurrence relation and initial condition for the number of fruit flies in a jar if there are 12 flies initially and every week there are six times as many flies in the jar as there were in the previous week.
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Let x_n be number of fruit files at the beginning of week n. Then x_0 = 12, which is the initial condition. And, for every n =1,2,3....
x_n = 6 x_(n-1) which is the recurrence relation.
From this, it follows that x_n = 12 * 6^n n =0, 1,2...
Let x_n be number of fruit files at the beginning of week n. Then x_0 = 12, which is the initial condition. And, for every n =1,2,3....
x_n = 6 x_(n-1) which is the recurrence relation.
From this, it follows that x_n = 12 * 6^n n =0, 1,2...
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