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A triangle has vertices on a coordinate grid at S(10,4), T(-8, 4), and U(10,8).What is the length, in units, of ST?

A triangle has vertices on a coordinate grid at S(10,4), T(-8, 4), and U(10,8).What-example-1

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Step 1. Draw the three given points on a coordinate grid. A representation of the points is shown in the following diagram:

Point T(-8,4) is shown in blue, point U(10,8) is shown in green and point S(10,4) is shown in red.

Step 2. Draw the triangle that is formed between the three points:

Step 3. Find the length of the line ST.

Line ST is the line at the base of the triangle, using the previous diagram from step 2 we count the units that this line has and we will find the length:

The length of ST is 18 units.

Answer: 18 units

A triangle has vertices on a coordinate grid at S(10,4), T(-8, 4), and U(10,8).What-example-1
A triangle has vertices on a coordinate grid at S(10,4), T(-8, 4), and U(10,8).What-example-2
A triangle has vertices on a coordinate grid at S(10,4), T(-8, 4), and U(10,8).What-example-3
User Thomas Weber
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