1. The problem statement, all variables and given/known data Find the value of the limit of the following two questions when x is tending to zero. 2. Relevant equations [ (tan x)/(x) ] [ (sin x ) / ( x ) ] Where [ ] is the gint function.. 3. The attempt at a solution If the question was w/o gint then both these limits were 1 (right?) But for gint have to check the graph of y=x , y=sinx ,y=tanx, so graph of tanx is above x which is above sinx ( x just after 0 ) So 1st q answer=1 2nd q answer=0 Why is this wrong?