What does vertically opposite mean in math?

In the strictest sense, vertically opposite means that the two numbers will be subtracted from each other to get a number that is equal to zero. The negative sign will be placed on the number that is being subtracted. This is a very strict and limited use of the term. In all other cases, the term refers to the two numbers being added together. This is because adding the number one to a number whose negative is -1 gives you a number whose absolute value is two.

What does vertically opposite mean in geometry?

In geometry, vertically opposite sides of a triangle are those that share no common side. Or, the sides opposite the ones that form a 90-degree angle. For example, in a triangle formed by the points A, B, and C, the sides opposite A and B would be the sides BC and CA, respectively, and the sides opposite C would be the sides AB and BA.

What does vertically opposite mean in math word problems?

When solving a word problem using vertical opposites, you take the opposite of the variable. If you have a problem that says there are $50 in quarters, you subtract the number of dimes from the number of quarters. If there are six quarters and four dimes, the correct answer would be two quarters. Vertical opposites can also be used to solve problems that ask for the difference between two numbers. Using vertical opposites, you would take the difference between the number of quarters and the number

What does vertically opposite mean in geometry gps?

Vertical is a type of direction. Horizontal means one line up or down and vertical means one line over or under. The opposite of vertical is horizontal. A line that points left or right is horizontal. Vertical lines can be either straight or curved.

What does vertically opposite mean in math word problem?

If you are using the word opposite in a math word problem, you are likely using it in the context of a two-dimensional coordinate system. In this case, the opposite of a given point is another point that has the same distance from the first point as the sum of their respective distances from the origin.