The Find Inscribed Angle Calculator is a valuable tool used to determine the measure of an inscribed angle within a circle. This tool simplifies the calculation process by utilizing the relationship between the angle and the intercepted arc. The formula used for this calculation is:
Formula of Find Inscribed Angle Calculator
Angle Measure = Arc Measure / 2
Where:
- Angle Measure: It represents the measure of the inscribed angle in degrees.
- Arc Measure: It signifies the measure of the arc intercepted by the inscribed angle in degrees.
This simple formula allows users to swiftly determine the angle within a circle based on the intercepted arc measure.
Table of General Terms
| Term | Description |
|---|---|
| Inscribed Angle | An angle formed inside a circle by two intersecting chords, where the vertex lies on the circle’s circumference. |
| Arc | A segment of a circle’s circumference. |
| Circle | A closed curve where all points are equidistant from the center point. |
The table above comprises essential terms related to the inscribed angle concept, aiding users in understanding the fundamental terms associated with the calculator.
Example of Find Inscribed Angle Calculator
Suppose an arc measure within a circle is 90 degrees. By utilizing the Find Inscribed Angle Calculator, applying the formula (Angle Measure = Arc Measure / 2), the angle measure would be 45 degrees. This example demonstrates the calculator’s practical application and ease of use.
Most Common FAQs
An inscribed angle is an angle formed inside a circle by two intersecting chords. Its vertex is positioned on the circle’s circumference.
Enter the arc measure in degrees into the calculator. The tool will compute the inscribed angle measure automatically using the formula provided.