 Hello and welcome to the session. In this session we will discuss a question which says that first part, write down the equation of the line with gradient 2 upon 3 and y intersect minus 6 and second part is, write the equation of the line that passes through origin with gradient minus 4. Now let us start with the solution of the given question. Now in the first part we have to write the equation of the line with gradient 2 upon 3 and y intersect minus 6. Now we know that equation of the line having slope m and y intersect b is y is equal to mx plus b and in the first part gradient and slope of the line is given as 2 upon 3 that is m is given to us as 2 upon 3 and y intersect is given to us as minus 6 that is b is equal to minus 6. So the equation of the line is given by y is equal to mx that is y is equal to 2 upon 3 into x plus b now here b is minus 6 3 into x plus f minus 6 and this implies y is equal to 2 upon 3 into x minus 6. So this is the required equation of the line with slope of gradient is equal to 2 upon 3 and y intersect is equal to minus 6. Now in the second part we have to write the equation of the line that passes through origin with gradient minus 4. Now we know that equation of the line passing through origin with coordinates 0 0 and having slope m is given by y is equal to mx. Now in the second part gradient is given as minus 4 that means slope m of the line is equal to minus 4. So the required equation is through origin with coordinates 0 0 and having slope is equal to minus 4 is given by y is equal to mx that is y is equal to minus of the given question that's all for this session. Hope you all have enjoyed the session.