The differential equation for the straight lines `y=mx+c` (m and c are parameters) is -

Find the differential equation of all straight lines y = mx

The differential equation of the family of lines y = mx is :

The differential equation of the family of straight lines y = mx + a//m where m is the parameter, is

Form differential equation for y=mx+c

The differential equation of the family of straight line y=mx+(4)/(m) , where m is the parameter, is

The differential equation of the family of straight line y=mx+(4)/(m) , where m is the parameter, is

Write the differential equation formed from the equation y=mx+c, here m and c are arbitrary constants.

Form the differential equation satisfied by the relation y=mx+c where both m and c are arbitrary constants.

What is the differential equation whose solution is y = mx + c .