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<p>Let {xn} be a sequence in (0,1). Suppose 4xn(1−xn+1)>1 for all n∈N. Then</p><p>Select one:</p><p>A. limn→∞xn does not exist.</p><p>B. limn→∞xn=12</p><p>C. limn→∞xn=1</p><p>D. limn→∞xn may or may not exist depending on x1 and x2</p>