ADDITION POSTULATE DEFINITION GEOMETRY HOW TO

We use segments and we also use 'angles', which will be explained in a seperate lesson. This is one of two ways to make measurements in Geometry. In the real-world we use this postulate to make measurements of objects. This is called the Segment Addition Postulate in Geometry. Three panels of the fencing will cover 24 feet.įour panels would cover 32 ft, five panels will cover 40 feet, and so on.

Since each section of the fence is 8 feet long, and if we only consider the three main sections of fencing in the photo, then the entire fence would be 8ft + 8ft + 8ft = 24 feet. Add the two lengths together to get the length of the whole object. That's exactly what the segment addition postulate tells you to do.

You knew that the whole length is the sum of the two lenths. Since the triangle is 3 inches long, and the square is 4 inches long, the entire length from the left side to the right side would be 7 inches long.Ĭongratulations! You just used the Segment Addition Postulate to get your answer. Using the example below, calculate the length of the object. All objects with lengths that can be measured are called segments. This lesson defines the technique and concepts associated with measuring objects.Īny object with length greater than zero is called a segment. We need to measure objects in real-life all the time.

ADDITION POSTULATE DEFINITION GEOMETRY HOW TO

If you know how to measure with a ruler or tape measure, then you already know the Segment Addition Postulate! We will formally define it in this lesson in Geometry terms, but it's all the same. The segment addition postulate is a rule that tells us how we should measure the lengths or heights of certain objects.

Addition postulate definition geometry