 Hi and how are you all today? Let us discuss the question. It says solve 3x plus 8 is greater than 2 when first x is an integer, second x is a real number. So let us start with our solution. The inequality given to us is 3x plus 8 is greater than 2. Now we need to find the value of x so let us start it by simplifying. Let us subtract 8 on both the sides. These two will get cancelled out. We are left with 3x is greater than minus 6. Now to find out the value of x let us divide both the sides by 3. On simplifying we are left with the value x is greater than minus 2. So for the first part when x is an integer the solution set consists of all the values of x which makes the statement true and the r minus 1, 0, 1, 2, 3 and so on. And when x is a real number then the solution set consists of all the elements which are greater than minus 2. So it will be minus 2 to infinity and open interval where minus 2 and infinity are not included. So this completes the question that was given to us. I hope you enjoyed. Take care. Bye for now.