A circle has a radius of 4.2 and a central angle in radians θ = 0.6. Calculate the arc length (s) and area of the sector (A)

The formula for the arc length of a circle (s) is below

s = rθ where θ is in radians

s = | 4.2(0.6) |

s = | 2.52π |

s =

The formula for the area of a circle sector (A) is below

A = | r^{2}θ |

2 |

where θ is in radians

A = | 4.2^{2}(0.6) |

2 |

A = | 17.64(0.6) |

2 |

A = | 10.584π |

2 |

A =