# Parallel and Perpendicular Lines Worksheet Answer Key

Picking up a Parallel and Perpendicular Lines Worksheet is an essential task that you will need to do each and every time that you need to calculate the angles of two parallel lines. In order to help you with this task, I am going to show you one of the basic concepts that you need to understand. This concept helps you make accurate calculations all the time so that you can get your project completed on time.

The first concept to understand is that you need to know what the vertical and horizontal coordinates are. There are three different horizontal coordinates that you will need to remember. These are: horizontal distance and vertical distance. You will also need to understand the horizontal unit which is inches.

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Now that you have these three pieces of information, you will need to convert them into a number. In order to do this, you need to know how many decimals are in a meter. You can use the rule of thirds to help you figure out how many decimals are in a meter.

For example, if you were to draw a line that had three meters between the points, you would read it as three hundred and sixty-four inches between the points. If you were to draw a line that had three meters from the point A to the point B, you would read it as three hundred and forty-two inches. Each of these numbers can be converted into decimals and used in place of inches by simply using the rule of thirds. This is called the third degree conversion.

In addition to converting your points into meters, you can also use the diameter and center-point method of converting your points. Each of these methods will give you a diameter or a central point and will help you find the correct answer to your Parallel and Perpendicular Lines Worksheet question.

As an example, if you were to read meters between the points A and B, you would use the line A: B method of reading meters. If you read meters between points A and C, you would use the line A: C method of reading meters. And if you were to read meters between points A and D, you would use the line A:D method of reading meters. The three methods all use the same area ratio that is used for calculations in physics and geometry.