 Hello friends, welcome to the session I am Malka. I am going to help you find dy by dx in the following that is 2x plus 3y equal to sinx. Now let's begin with the solution. Our given equation is 2x plus 3y equal to sinx. Now we will differentiate both sides with respect to x. We will get 2 into dy dx of x plus 3 into dy dx of y equal to dy dx of sinx. This implies 2 into and we know that dy dx of x is 1 plus 3 into dy dx of y is dy by dx equal to dy dx of sinx is cosx. This implies 3 into dy by dx equal to cosx minus 2. This implies dy by dx equal to cosx minus 2 upon 3. Therefore dy by dx equal to cosx minus 2 upon 3 which is a required answer. So hope you understood the solution and enjoyed the session. Goodbye and take care.