设总体X具有分布列P(X=k)=(1-p)1-kpk,k=0,1,已经取得的样本值为x1=0,x2=1x3=0,则p的似然函数是()
['A. \xa01-p\xa0', 'B. p', 'C. \xa0(1-p)2p\xa0\xa0', 'D. \xa0(1-p)p2\xa0']
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