What does more than mean in math inequalities

What does more than mean in math inequalities?

When you compare two numbers you can express the relationship between them as greater than, less than, or equal to. If the first number is greater than the second, the relationship is more than. If the first number is less than the second, the relationship is less than. If the two numbers are equal, the relationship between them is equal.

What does more than mean in linear inequalities with limits?

More than means that there is an infimum (the greatest lower bound) or supremum (the least upper bound) of the set of values that satisfy the condition. For example, if a rectangle has a length of 6 and a width of 3, then the area of this rectangle is more than 6. The area of the rectangle is more than 6 because the length is greater than 6 and the width is greater than 3.

What does more than mean in linear inequalities with constant?

A linear inequality is one in which you have two sides—the LHS and the RHS. When you have two sides, the direction of the inequality is important. If the LHS is higher than the RHS, the value of the inequality is greater than zero. If the LHS is lower than the RHS, the value of the inequality is less than zero.

What does more than mean in linear inequalities?

The more than sign can also be used in linear inequalities. For example, if you say that an amount of money is more than $200, in the context of a budget, this means that the total amount of money you have available is more than $200. The more than sign can also be used to indicate the greatest value of an expression. For example, if you want to determine the greatest value of two numbers, you can use a more than sign to compare the two values.

What does more than mean in linear inequalities with numbers?

If you see the word “more” in a linear inequality, it means that the number on the right hand side is larger than the number on the left hand side. So, if you are solving a linear inequality, you want to make the number on the right side bigger than on the left. Whatever number you choose to represent the “more” value, you will want to make sure that it is larger than all the numbers on the left. For example, if you want