Table of conversion from degrees to centimeters

When it comes to measuring angles, we often use degrees as the standard unit of measurement. However, there may be instances where we need to convert these angles into another unit, such as centimeters. Whether you’re working on a math problem, engineering project, or simply trying to understand the relationship between degrees and centimeters, having a table of conversion can be incredibly helpful. In this article, we will explore the table of conversion from degrees to centimeters, providing you with a useful reference guide.

To understand the conversion from degrees to centimeters, it’s important to recognize that this conversion is dependent on the radius or distance from the center of a circle. The conversion involves the circumference of a circle, as we can calculate the arc length, represented by centimeters, based on the angle measured in degrees.

Table of Conversion:
Degree (°) – Centimeter (cm)
0° – 0 cm
15° – 1.57 cm
30° – 3.14 cm
45° – 4.71 cm
60° – 6.28 cm
75° – 7.85 cm
90° – 9.42 cm
105° – 10.99 cm
120° – 12.56 cm
135° – 14.13 cm
150° – 15.71 cm
165° – 17.28 cm
180° – 18.85 cm
195° – 20.42 cm
210° – 21.99 cm
225° – 23.56 cm
240° – 25.13 cm
255° – 26.71 cm
270° – 28.28 cm
285° – 29.85 cm
300° – 31.42 cm
315° – 32.99 cm
330° – 34.56 cm
345° – 36.13 cm
360° – 37.7 cm

To use the table effectively, match the degree value with its corresponding centimeter value. For example, if you have an angle of 90°, the conversion states that it is equal to 9.42 cm. Similarly, for any given degree, you can find the centimeter value by finding it in the table.

It is worth noting that this table assumes a circle with a radius of 6 cm. Therefore, the conversion values mentioned in the table are applicable for a circle with a radius of 6 cm. If the radius differs, the conversion values will vary accordingly.

In practical applications, this table can be useful in various scenarios. For instance, if you’re working on a construction project that involves angles and measurements, you can convert the angles from degrees to centimeters to determine the arc length you need to achieve. Similarly, in fields such as surveying and astronomy, where accurate angle measurements are essential, this table can aid in converting degrees to centimeters.

To conclude, the table of conversion from degrees to centimeters is a valuable tool that can assist in various mathematical, engineering, and scientific endeavors. By understanding and utilizing this table, you can convert angle measurements into centimeters, providing a new perspective on the relationship between angles and distances. Whether you’re solving complex math problems or working on practical projects, this table can be an indispensable asset in your toolkit.