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Let L(1)=lim(x rarr0)((sin(2x)+cos(x)-1)...

Let `L_(1)=lim_(x rarr0)((sin(2x)+cos(x)-1)/(x))`, `L_(2)=lim_(x rarr oo)(sqrt(x^(2)-x)-x)`, and `L_(3)=lim_(x rarr4)(x^(2)-3x)/(x^(2)-x)`, then the value of `L_(1)L_(2)+(1)/(L_(3))` is

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