Identify the statements (s) which is/are true. `f(x , y)=e^(y/x)+tany/x` is homogeneous of degree zero. `x ,ln y/xdx+(y^2)/xs in^(-1)y/xdy=0` is homogeneous of degree one `f(x ,y)=x^2+sinxdotcosy` is not homogeneous `(x^2+y^2)dx-(x y^2-y^3)dy=0` is a homogeneous differential equation.

Identify the statements (s) which is/are true.f(x,y)=e^((y)/(x))+tan(y)/(x) is homogeneous of degree zero.x,ln(y)/(x)dx+(y^(2))/(x)sin^(-1)(y)/(x)dy=0 is homogeneous of degree one f(x,y)=x^(2)+sin x.cos y is not homogeneous (x^(2)+y^(2))dx-(xy^(2)-y^(3))dy=0 is a homogeneous differential equation.

Identify the statement(s) which is/are true. (a) f( x , y )= e^( y/ x )+tan y/ x is a homogeneous of degree zero. (b) xln y/ x dx+ y^(2)/ x *sin^-1(y/ x ) dy=0 is a homogeneous differential equation. (c)f( x ,y )= x^(2)+sinx cosy is a non homogeneous. (d)( x^(2)+ y^(2))dx-(x y^(2)-y^(3))dy=0 is a homogeneous differential equation.

Identify the statement(s) which is/are true. (a) f( x , y )= e^( y/ x )+tan y/ x is a homogeneous of degree zero. (b) xln y/ x dx+ y^(2)/ x *sin^-1(y/ x ) dy=0 is a homogeneous differential equation. (c) f( x ,y )= x^(2)+sinx cosy is a non homogeneous. (d) ( x^(2)+ y^(2))dx-(x y^(2)-y^(3))dy=0 is a homogeneous differential equation.

Identify the statement(s) which is/are true. (a) f( x , y )= e^( y/ x )+tan y/ x is a homogeneous of degree zero. (b) xln y/ x dx+ y^(2)/ x *sin^-1(y/ x ) dy=0 is a homogeneous differential equation. (c) f( x ,y )= x^(2)+sinx cosy is a non homogeneous. (d) ( x^(2)+ y^(2))dx-(x y^(2)-y^(3))dy=0 is a homogeneous differential equation.

f(x,y)=(1)/(x+y) is a homogeneous function of degree

Prove that the DE is (3xy+y^2)dx+(x^2+xy)dy=0 a homogeneous DE of degree0.

Show that the differential equation (x e^((y)/(x)) + y) dx = x dy is homogeneous differential equation.

Fill ups The function phi(x,y)=x^2y+xy^2 is homogenous of degree……….. .

True or false: The function F(x,y)=ysin(y/x)-x is a homogenous function of degree 1.