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Measuring distances in Minecraft can be quite tedious, but with a few simple guidelines you will never make a mistake again!
See this page for more conversion details: Tutorials/Units of measure Contents 1 Time 2 Amount of items 3 Health 4 Hunger 5 Distance 5.1 Metric units 5.2 Imperial/U.S customary units Time edit | edit source] Time in Minecraft Time in Real life 1 minute ≈0.8
Metric Units
Distances in Minecraft are quite easy to measure. Officially 1, Minecraft uses the metric system, and each block is considered to be 1 cubic metre. When you measure long distances, it`s easier to count if you mark the terrain with a space of 4 blocks between each marked block. The first marker represents a zero. Every second marker (ignoring the zero-mark) is then a 10 meter mark. Make a distinguished mark at the 11th marker to represent a hundred (100), because the first marker block represents zero (0). Use a sign Sign Type Non-Solid Block Physics No Transparency Yes Luminance No Blast resistance 5 Hardness 1 Tool Renewable Yes Stackable Yes (16) Flammable No, but catches fire from lava (Yes in Pocket Edition) First appearances See 
to mark larger numbers to save time and resources.
(ZERO) 1 2 3 4 (MARK) 1 2 3 4 (10 METRES) 1 2 3 4 (MARK) 1 2 3 4 (20 METRES) ...
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Imperial/U.S Customary Units
Assume that one block`s length is 1 yard. 1 mile is exactly 1760 yards. To measure 176 yards (1/10 of a mile), place your zero mark, then leave 7 block space between your next marker. Every second marker (ignoring the zero-mark), is 16 yards. Make a distinguished mark at the 11th 16 yards mark (zero-mark not included),
(ZERO) 3 + 1 + 3 (MARK) 3 + 1 + 3 (16 YARDS) 3 + 1 + 3 (MARK) 3 + 1 + 3 (32 YARDS) ... (176 YARDS) 3 + 1 + 3 (MARK) 3 + 1 + 3 (16 YARDS) ...
-------------------------------------------------- 1 ----------------------------------------------- 2 ----- ... ----- 11 ---------------------------------------------- 1 ----- ...
---------------------------------------------------------------------------------------------------------------------- 1/10 mile ---------------------------------------------------- ...
If you want to ignore the yard unit:
One mile converts to 1609.344m. Consider a Mile to be 1610 blocks long, for the sake of Minecraft practicality. Use the metric method (4 block spacing between). Make 161 x 10th meter marks. Use a sign Sign Type Non-Solid Block Physics No Transparency Yes Luminance No Blast resistance 5 Hardness 1 Tool Renewable Yes Stackable Yes (16) Flammable No, but catches fire from lava (Yes in Pocket Edition) First appearances See to mark larger numbers to save time and resources.
In Real Life, 1 Mile = 1.6km & 0.625 Mile = 1km.
GPS
If you press F3, the debug screen Java Edition Only Screenshot showing the debug information "Debug" redirects here. For world type, see Debug mode. The debug screen is triggered when the F3 key is pressed. It shows the chunk cache, the memory 
will give you your present location in X-Y-Z co-ordinates. Measuring distances between two locations or waypoints is as easy as subtraction, if you walk in a cardinal direction. Otherwise you will need to make use of the Pythagorean theorem to compute the distance. This is not strictly in-game, but it makes a drastic difference in gameplay, avoiding a lot of frustrated wandering. Note that the X and Z coordinates are horizontal and can be positive or negative (the spawn point See the natural spawning of players and mobs. For mob spawners, see Monster Spawner. For the player, see The Player. This article needs updating. Description: Rabbits now spawn in deserts with new 
will be fairly close to 0, 0), but the Y coordinate represents your altitude, and Y=0 is the bedrock floor of the gameworld.
Conserving Markers
If the measurement is being taken above ground, and lighting the entire path is not necessary, place the markers as above. When 100 m is reached, the 10 m markers can be removed and reused for the next 100 m run. This allows for the path to be constructed without having to count 100 blocks at a time, while still allowing the markers on the completed path to be easily followed without using too much material.
Volume and Surface Area
The formula for the volume of a cube is s3, where s stands for the measurement of one of the cube`s side. Since each side of a normal Minecraft block is 1 metre, this would equal 13, which would result in 1m3. (This works the same for yards, or any other unit of length. So do the rest of these comments.)
The formula for the surface area of a cube is 6s2, where s stands for the measurement of one of the cube`s side. Since each side of a normal individual Minecraft block is 1 meter, this would equal 6⃗12, which would equal 6⃗1, which would result in 6m2.
As you make something, e.g. a house, bigger in all directions, its surface area increases faster than its length, but not as fast as its volume. The surface area tells you how many blocks you`ll need for the outer walls, but your interior furnishings will probably increase according to the volume. Of course, shape matters: An 8⃗8⃗1 layer of dirt corresponds to a stack of 64 dirt blocks, but so does a 4⃗4⃗4 cube, or a 2⃗2⃗16 trench or shaft.
Using the Euclidean Distance Formula
Sometimes the need arises in which you need to measure distances that don`t align with the X or Z axes, which is easy to do with a little algebra. The formula for Euclidean distance (in two dimensions), where d is the distance:
d = sqrt( (x1 - x2)2 + (z1 - z2)2 )
Where:
d = Distance in metres x1, z1 = Location number 1, in metres x2, z2 = Location number 2, in metres sqrt(n) = Square root of n (⃢₈ₚn)
If this formula looks a bit complicated, don`t worry; it should all be much clearer with an example:
Example
Suppose the F3 debug screen shows the following at Location 1:
XYZ: -35.313 / 68.00000 / 97.489
These numbers are coordinates in metres. At Location 2, it shows:
XYZ: 76.793 / 43.00000 / -5.113
Usually, the decimal points can be truncated (ignored), as usually you don`t want to cloud your results with where you happen to be standing within each block. In two-dimensional (map) coordinates, we also ignore the elevation (Y value). Hence, those two screens give us the following coordinates:
x1, z1 = -35, 97 x2, z2 = 76, -5
Now we simply plug those numbers in to the distance formula, above:
d = sqrt( (x1 - x2)2 + (z1 - z2)2 ) d = sqrt( (-35 - 76)2 + (97 - -5)2 ) d = sqrt( -1112 + 1022 ) d = sqrt( 12321 + 10404 ) d = sqrt( 22725 ) d = 150.75 m
Considering horizontal (map) distance only, the two locations are 150.75 m apart.
Euclidean Distance in 3 Dimensions (Including Elevation)
The above calculation is correct if you want the "map" distance between two points (i.e., only the North/South (z) and East/West (x) distance). But if you wish to include the elevation (y) in the distance calculation as well, that`s very easy to do: Simply add the y coordinates to the above distance formula, as shown in bold text, below:
d = sqrt( (x1 - x2)2 + (y1 - y2)2 + (z1 - z2)2 )
Referencing the above debug screens again, our 3-dimensional coordinates are as follows:
x1, y1, z1 = -35, 68, 97 x2, y2, z2 = 76, 43, -5
Again, solving for d, with differences in bold text:
d = sqrt( (x1 - x2)2 + (y1 - y2)2 + (z1 - z2)2 ) d = sqrt( (-35 - 76)2 + (68 - 43)2 + (97 - -5)2 ) d = sqrt( -1112 + 252 + 1022 ) d = sqrt( 12321 + 625 + 10404 ) d = sqrt( 23350 ) d = 152.81 m
Hence, with the elevation considered, the two locations are 152.8 m apart. Note that, in this example, including the 25 m elevation only resulted in a difference of about 2 m (2 blocks).
