A sequence an is recursively defined where an = 3(an-1-1000) for n > 0. Compute the smallest
integer x such that when a0 = x, an > a0 for all n > 0.  Choose the correct choice:
A) 1401
B) 1301
C) 1201
D) 1101
E) 1501
We want the smallest x such that 3(x - 1000) &gt; x, or 2x &gt; 3000. The smallest   integral x that satisfies this is x = 1501 .   correct answer 1501
<result>E</result>
A sequence an is recursively defined where an = 3(an-1-1000) for n > 0. Compute the smallest
integer x such that when a0 = x, an > a0 for all n > 0.