GCSE Maths - Area of a Sector and Length of an Arc of a Circle (Circles Part 3) #108


Summary

The video dives into the concepts of sectors and arcs in a circle, explaining the formulas needed to calculate their areas and lengths. It demonstrates how to apply these formulas for fractions of a circle like one quarter, as well as for more complex angles such as 113 degrees. Through practical examples, viewers learn how to find the area and length of arcs in a circle using the provided equations.


Introduction

Explanation of the terms sector and arc in a circle.

Formulas for Area of a Sector and Length of an Arc

Explanation of the formulas and concept behind calculating the area of a sector and the length of an arc in a circle.

Calculating Area and Length of Arc Based on Fractions of a Circle

Demonstration of calculating area and length of arc using fractions of a circle such as one quarter and more complicated angles like 113 degrees.

Practical Example with Given Equations

Practical example using the given equations to find the area and length of an arc in a circle.

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