The value of limx→0 1−cos3 xxsin xcos x, is
25
35
32
34
We have,
limx→0 1−cos3xxsinxcosx=limx→0 (1−cosx)1+cosx+cos2xxsinxcosx=limx→0 1−cosxx2xsinx×1+cosx+cos2xcosx=12×1×3=32