 Hi and welcome to the session. I am Priyanka and let us discuss the following question. It says solve the inequality and show the graph of the solution on number line. Now this is the inequality which is given to us that is 5x minus 3 is greater than equal to 3x minus 5. Let us proceed. Now on adding and subtracting the same number we can solve this inequality or we can also solve this inequality by multiplying or dividing this inequality by a positive number. Here let us add 3 to both sides. On simplification we have 5x is greater than equal to 3x minus 2. On subtracting 3x from both the sides we have 5x minus 3x is greater than equal to 3x minus 2 minus 3x. On solving further we have 2x is greater than equal to minus 2. Dividing both the sides by a positive number that is 2 we have 2x divided by 2 is greater than equal to minus 2 by 2 which on simplification gives us x is greater than equal to minus 1. Hence for real x the solution set consists of all real numbers greater than equal to minus 1. So the solution set equal to minus 1 to infinity where minus 1 is included in the solution set. For graphical representation the solution on number line will be shown let us have a graph. So this is the number line. The solution set is minus 1 to infinity so the answer will be it will be represented in a way where this blue line is going. So x is greater than equal to minus 1. This is what this number line is representing. So I hope you enjoyed the session. Take care.