Calculate the Hex Code from R:100, G:150, B:230 as well as the hue.

Red Piece 1 = | Red - Red mod 16 |

16 |

Red Piece 1 = | 100 - 100 mod 16 |

16 |

Checking our modulus lesson, we see that 100 mod 16 = 4

Red Piece 1 = | 100 - 4 |

16 |

Red Piece 1 = | 96 |

16 |

Red Piece 1 = 6

We use the string

This letter is

Red Piece 2 = Red mod 16

Red Piece 2 = 100 mod 16

Red Piece 2 = 4

We use the string

This letter is

Green Piece 1 = | Green - Green mod 16 |

16 |

Green Piece 1 = | 150 - 150 mod 16 |

16 |

Checking our modulus lesson, we see that 150 mod 16 = 6

Green Piece 1 = | 150 - 6 |

16 |

Green Piece 1 = | 144 |

16 |

Green Piece 1 = 9

We use the string

This letter is

Green Piece 2 = Green mod 16

Green Piece 2 = 150 mod 16

Green Piece 2 = 6

We use the string

This letter is

Blue Piece 1 = | Blue - Blue mod 16 |

16 |

Blue Piece 1 = | 230 - 230 mod 16 |

16 |

Checking our modulus lesson, we see that 230 mod 16 = 6

Blue Piece 1 = | 230 - 6 |

16 |

Blue Piece 1 = | 224 |

16 |

Blue Piece 1 = 14

We use the string

This letter is

Blue Piece 2 = Blue mod 16

Blue Piece 2 = 230 mod 16

Blue Piece 2 = 6

We use the string

This letter is

R:100, G:150, B:230 →

Since B > G > R, we are in the Cyan-Blue region and the formula is below:

h = | 60°(4B - 5(R) - G) |

B - R |

h = | 60°(4(230) - 5(100) - 230) |

230 - 100 |

h = | 190 |

130 |

h =