" ii) "y sec x+tan x+x^(2)y=0

If y sec x+ tan x +x^2 y=0 , then (dy)/(dx) =

If y sec x+ tan x +x^2 y=0 , then (dy)/(dx) =

Find (dy)/(dx) in the following : y sec x + tan x + x^2 y = 0

If a=x sec theta + y tan theta , b = x tan theta + y sec theta then x^(2)-y^(2)=

Find the particular solution of the differential equation : sec^2 x tan y dx- sec^2 y tan x dy=0 , given that y = pi/6,x = pi/3 .

Find the particular solution of the differential equation : sec^2 x tan y dx- sec^2 y tan x dy=0 , given that y = pi/3,x = pi/6 .

Find the particular solution of the differential equation : sec^2 x tan y dx- sec^2 y tan x dy=0 , given that y = pi/4,x = pi/4 .

If. y (x) satisfies the differential equation y' – y tan x = 2x sec x and y (0) = 0, then

If y(x) satisfies the differential equation : y'-y tan x = 2 x sec x and y (0) =0 , then :