 Hello and welcome to the session. The given question says, solve the system of equations. Here we are given two equations and we have to solve it. That is, we have to find the values of x and y. Let's start with the solution. And the given equations are, the first equation is bx divided by a minus ay divided by b plus a plus b is equal to 0. And the second equation is bx minus ay plus 2ab is equal to 0. Let this be equation number 2. Now, multiplying equation number 1 by b on both the sides we have, and multiplying b square divided by a into x minus ay plus a into b plus b square is equal to 0. Let this be equation number 3. Now, let us subtract equation 2 from equation 3. So, here we have equation 2 as bx minus ay plus 2ab is equal to 0. And on subtracting this equation, this is minus, this is plus and this one is minus. So, we have b square divided by a minus b into x canceling this plus a b plus b square minus 2ab is equal to 0. Or we have b square divided by a minus b into x is equal to here a b minus b square taking this on the right hand side. Since this is equal to minus a b plus b square, so taking it on the right hand side gives a b minus b square. Or on the left hand side we have b square minus a b divided by a into x is equal to a b minus b square. Or we further have x is equal to on cross multiplying a into a b minus b square divided by b square minus a b. Or we have x is equal to a taking negative sign common from this bracket. We have b square minus a b divided by b square minus a b and on canceling this gives minus a. So, x is equal to minus a. Now, substituting the value of x which is equal to minus a in equation number 2 where equation 2 is bx minus ay plus 2ab is equal to 0. Gives b into minus a minus ay plus 2ab is equal to 0. Or we have minus ay this is minus a b and this is plus 2ab which is equal to plus a b is equal to 0. Or we have ay is equal to a b or y is equal to a b divided by a which in further simplifying gives b. So, this implies y is equal to b. Thus on solving the given equation we get the value of x is equal to minus a and y is equal to b. So, this completes the session. Bye and take care.