`lim_(x->0) asinx`

lim_(x->0) (sin x /x)

If L=lim_(x->0)(sin2x+asinx)/(x^3) is finite, then find the value of a and L

If n is a non zero integer and [*] denotes the greatest integer function then lim_(x->0)[nsinx/x] + lim_(x->0)[ntanx/x] equals

lim_(x->0)(sin5x)/(tan3x)

If L= lim_(xto0) (sin2x+asinx)/(x^(3)) is finite, then find the value of a and L.

lim_(x->0)(tanm x)/(tann x)

lim_(xrarr0) (sinx)/(x)= ?

lim_(xto0) (sinx^(@))/(x) = _________

lim_(x->0) (Cosx -1)/x is equal to

Let a = lim_(x->0) x cotx and b = lim_(x->0) xlog x, then