(1-cosx^2)/x^
2sinx^2 =[1-1-2sin^2(x^2/2)]/x^
2sinx^2 =2sin^2(x^2/2)/x^
2sinx^2 =(x->0)2(x^2/2)^2/x^2*x^2=1/2
(1-cosx^2)/x^
2sinx^2 =[1-1-2sin^2(x^2/2)]/x^
2sinx^2 =2sin^2(x^2/2)/x^
2sinx^2 =(x->0)2(x^2/2)^2/x^2*x^2=1/2
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