 Hello and welcome to the session. In this session we will discuss the following question and the question says, solve 5 plus 12x is greater than equal to 15x minus 4. Let's start the solution now. We are given this equation and we have to solve it. So the given equation is 5 plus 12x is greater than equal to 15x minus 4. Now we subtract 12x from the sides. So this implies 5 plus 12x minus 12x is greater than equal to 15x minus 4 minus 12x. Since the same number that is minus 12x is subtracted from both the sides. So the sign of inequality remains the same. This implies 12x and minus 12x get cancelled. So we have 5 is greater than equal to 3x minus 4. Now we add 4 to both sides. This implies 5 plus 4 is greater than equal to 3x minus 4 plus 4. Since the same number that is 4 is added to both the sides. So the sign of inequality remains the same. This implies 9 is greater than equal to 3x. Since minus 4 and 4 get cancelled. We now divide both sides by 3. So this implies 9 divided by 3 is 3 is greater than equal to x. Since both sides are divided by a positive number that is 3. So the sign of inequality remains the same or this can also be written as x is less than equal to 3. So the final answer of the inequality is x is less than equal to 3. With this we end our session. Hope you enjoyed the session.