lim_(h rarr0)2[(sqrt(3)sin((pi)/(6)+h)-cos((pi)/(6)+h))/(sqrt(3)*h(sqrt(3)cosh-sinh))]=

Evaluate: lim_(h rarr0)(2[sqrt(3)sin((pi)/(6)+h)-cos((pi)/(6)+h)])/(sqrt(3)h(sqrt(3)cos h-sin h))

Evaluate lim_(hto0) (2[sqrt(3)sin((pi)/(6)+h)-cos((pi)/(6)+h)])/(sqrt(3)h(sqrt(3)cosh-sinh)).

Evaluate lim_(hto0) (2[sqrt(3)sin((pi)/(6)+h)-cos((pi)/(6)+h)])/(sqrt(3)h(sqrt(3)cosh-sinh)).

underset(h to 0)(Lt)[(sqrt(3)sin((pi)/(6)+h)-cos((pi)/(6)+h))/(sqrt(3).h(sqrt(3)cosh-sin h))]=

Evaluate: ("lim")_(h->0)(2[sqrt(3)sin(pi/6+h)-cos(pi/6+h)])/(sqrt(3)h(sqrt(3)cosh-sinh)

Evaluate: ("lim")_(hvec0)(2[sqrt(3)sin(pi/6+h)-cos(pi/6+h)])/(sqrt(3)h(sqrt(3)cosh-sinh)

Evaluate: ("lim")_(hvec0)(2[sqrt(3)sin(pi/6+h)-cos(pi/6+h)])/(sqrt(3)h(sqrt(3)cosh-sinh)

lim_(x rarr0)sqrt(x)=

lim_(h rarr 0) ([2 sqrt(3) sin ((pi)/(6) + h) - cos ((pi)/(6) + h)])/(sqrt(3) h (sqrt(3) cos h - sin h)) is :