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# Differentials

Question | Answer |
---|---|

d/dx sin(x) | cos(x) |

d/dx cos(x) | -sin(x) |

d/dx tan(x) | sec^2(x) |

d/dx cot(x) | -cosec^2(x) |

d/dx sec(x) | sec(x)tan(x) |

d/dx csc(x) | -csc(x)cot(x) |

d/dx sinh(x) | cosh(x) |

d/dx tanh(x) | sech^2(x) |

d/dx coth(x) | -cosech^2(x) |

d/dx sech(x) | -sech(x)tanh(x) |

d/dx csch(x) | -csch(x)coth(x) |

d/dx arcsin(x) | 1/(sqrt(1-x^2)) |

d/dx arccos(x) | -1/(sqrt(1-x^2)) |

d/dx arctan(x) | 1/(1+x^2) |

d/dx arccot(x) | -1/(1+x^2) |

d/dx arcsec(x) | 1/(x*sqrt(x^2-1)) |

d/dx arccosec(x) | 1/(|x|*sqrt(x^2-1)) |

d/dx arcsinh(x) | 1/(sqrt(1+x^2)) |

d/dx arccosh(x) | 1/(sqrt(x^2-1)) |

d/dx arctanh(x) | 1/(1-x^2) |

d/dx arccoth(x) | 1/(1-x^2) |

d/dx arccosech(x) | -1/(|x|*sqrt(1+x^2)) |

d/dx arcsech(x) | -1/(x*sqrt(1-x^2)) |

Created by:
Creed1Killer