Given a cube with Surface Area (SA) of 13, calculate the side length and Lateral Area and Volume.

The Surface Area formula for a cube is denoted below:

SA = 6s

Dividing each side by 6, we get:

SA | |

6 |

= |

6s^{2} |

6 |

s^{2} = | SA |

6 |

Taking the square root of both sides, we get:

s = | √SA |

√6 |

s = | √13 |

√6 |

s = | 3. |

2.2 |

s =

LA = 4s

LA = 4 * 1.472

LA = 4 * 2.166784

LA =

V = s

V = 1.472

V =

d = √3s

d = √3(1.472)

d = 9 x 1.472

d =

Faces =

Edges =

Vertices =