Hermitcraft – How much Mycelium is worth the Diamond Throne?!

What is Hermitcraft?

Hermitcraft it’s a youtube gaming series based on the popular sandbox game Minecraft with notorious players from the platform usually called hermitcrafters or just hermits. There are diverse locations in the server where the hermits converge, but most of the action develop in the Shopping District, since that is the place where players set up stores to sell and buy all in-game items.

The Shopping District Map
The Shopping District Map
Courtesy: FalseSymmetry
Anuncios

Elections were made to designate a mayor for the Shopping District, and since it was built on a mushroom biome, the new elected mayor renewed the appearance of the land by changing mycelium for grass but not everyone was happy about, thus the Mycelium Resistance was born.

While the Mycelium vs. Grass conflict started to heat up, the mayor started a “buy back!” program to motivate neutral hermits to eradicate mycelium from the district. The deal was: 2 stacks of 64 blocks of Mycelium for 5 diamonds.

Courtesy: Grian

The Grian math problem

The Mycelium Resistance “mother spore”, Grian, saw this exchange program as the perfect plant to buy the diamond throne in exchange for all the mycelium harvested by resistance, so in his episode Hermitcraft 7: Episode 48 – BUYING THE THRONE he bumped into a curious math problem.

Anuncios

We know roughly that there are seven a half stacks of diamonds (in the Diamond Throne)… So if we do some math very quickly, I need my calculator… This is like a math paper examination of school…

After saying that, Grian, was amazed that he needed actual math from high school to solve this problem and after thinking a bit, he stated an actual math problem like those in math books:

If you have nine diamonds per diamond block, and there are sixty four blocks in a stack, and there are seven and a half stacks, how many mycelium do you need to farm in order to take the diamond throne?

What we are going to do is to translate this question into math equations to solve the problem.

Anuncios

The math translation

Considering the Mycelium Resistance already have 34 shulker boxes full of mycelium, let’s state what are the equalities we have:

  • 9 Diamonds is equal to 1 Diamond Block.
  • 64 Diamond Blocks are equal to 1 Diamond Blocks Stack.
  • 2 Mycelium Stack is equal to 5 Diamonds.
  • 1 Shulker Box full of Mycelium is equal to 27 Mycelium Stacks.
  • 34 Shulker Box full of Mycelium is equal to 918 Mycelium Stacks.
  • 7 \frac{1}{2} diamond block stacks is equal to how many mycelium blocks?

First thing we need to do, is check how many diamonds are in 7 \frac{1}{2} diamond block stacks. Since seven and a half is a mixed number represented by 7\frac{1}{2}, we have to rewrite it as a fraction, that is

7\frac{1}{2} = 7 + \frac{1}{2} = \frac{15}{2}

Then, we have \frac{15}{2} \cdot 64 diamond blocks, that is 480 diamond blocks, and that is 480 \cdot 9 = 4 320 diamonds.

We know that 2 Mycelium Stacks are equal to 5 Diamonds, in this way, we can state that if M denotes a Mycelium Stack and d denotes a diamond, then \frac{M}{2} = \frac{d}{5}. So, if we solve this equation for M, we have

M = \frac{5}{2} \cdot d

Considering this last equality, we can now replace d with 4 320, because that is the total of diamonds that the Diamond Throne, then, M = \frac{2}{5} \cdot 4 320 and that is 1 728.

Anuncios

So, the Diamond Throne is worth 1 728 mycelium stacks. However, the question is how many mycelium do you need to farm in order to take the diamond throne? We have to remember that the Mycelium Resistance already have 34 shulker boxes full of mycelium, that is 918 Mycelium Stacks.

Then, the Mycelium Resistance needs to farm needs to farm 810 mycelium stacks in order to take the diamond throne, and that is 810 \div 27 = 30 shulker boxes full of mycelium.


¿Tiendes dudas? ¿Requieres más ejemplos? No dudes en escribir.

Introduce tus datos o haz clic en un icono para iniciar sesión:

Logo de WordPress.com

Estás comentando usando tu cuenta de WordPress.com. Cerrar sesión /  Cambiar )

Google photo

Estás comentando usando tu cuenta de Google. Cerrar sesión /  Cambiar )

Imagen de Twitter

Estás comentando usando tu cuenta de Twitter. Cerrar sesión /  Cambiar )

Foto de Facebook

Estás comentando usando tu cuenta de Facebook. Cerrar sesión /  Cambiar )

Conectando a %s

Este sitio usa Akismet para reducir el spam. Aprende cómo se procesan los datos de tus comentarios .