 Hi and welcome to the session, I am Priyanka and let us discuss the following question it says solve 5x-3 is less than 7 when x is an integer x is a real number. So let us start with our solution, we are given the inequality as 5x-3 is less than 7. Now we are required to find the values of x when it is an integer and when it is a real number. So we can have the value of x first of all by adding 3 on both the sides. So as to simplify it further we have 5x is less than 10. Now dividing both the sides by 5 we have 5x divided by 5 is less than 10 divided by 5 which gives us the value as x is less than 2. So for the first part when x is an integer then the solution set of the inequality is it is less than 2 that means it will be including elements that is 1, 0, minus 1, minus 2 and so on right. And when x is a real number then the solution set consists of all the real numbers that are less than 2 and hence it will be written as solution set is equal to minus infinity to 2 in an open interval. So this completes the required answer I hope you enjoy take care.