`lim_(xto0)(tan 4x)/(tan 2x)`

lim_(xto0)(tan2x)/x

lim_(xrarr0) (tan 4x)/(tan 2x)

lim_(xrarr0) (tan 4x)/(tan 2x)

lim_(xto0)(tan2x)/(sin5x)

Evaluate: lim_(xto0)(tan8x)/(sin3x)

If lim_(xto0)(sinpx)/(tan3x)=4 , then the value of p is

lim _ ( xto 0) ( tan 7x)/( tan 4x)

lim_(xto0) (xtan2x -2x tan x)/((1-cos 2x)^2) , is

State whether the following statements are True of False. If L=lim_(xto0)(sin2x)/(tan3x) , So the value of L is 1.