If m,n∈N,limx→0 sin⁡xn(sin⁡x)m is

L=limx→0 sin⁡xn(sin⁡x)m=limx→0 sin⁡xnxnxn(sin⁡x)mxmxm=limx→0 xn−mIf n=m, thenL=( a very small value near to zero )exactly zero =1If n>m, then L= (a very small value near to zero)positive integer =0If n