Planks length to planks volume?

In summary, the conversation discusses the concept of planks volume and how it differs from planks length. It is suggested that planks volume is a more accurate representation of objects, as nothing can truly be one-dimensional. The idea is further explored in relation to string theory and the concept of Planck area.
  • #1
taylordnz
39
0
because nothing can be one dimensional, (a line) planks length does not cut it so why hasnt anyone thought of planks volume

planks length (length) x planks length (width) x planks length (depth) = planks volume

now a particle could never be smaller thanks planks volume

whats your opinon?
 
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  • #2
because nothing can be one dimensional- taylordnz

Would string theorists agree with that claim? Don't they say that a string is a one-dimensional object?
 
  • #3
Actually the real object is Planck *area* because Newton constant produces an object with dimensions of area. It has been customary to take the square root of this object and present it in a more intuitive form as a length. For the same token, you could exponentiate it into a Planck volume.
 

FAQ: Planks length to planks volume?

What is the formula for calculating plank length to plank volume?

The formula for calculating plank length to plank volume is L^3 = V, where L represents the length of the plank and V represents the volume of the plank.

How does plank length affect plank volume?

The length of a plank directly affects its volume. As the length increases, so does the volume, assuming the other dimensions remain constant. This is because the volume of a rectangular prism is calculated by multiplying its length, width, and height.

How can I measure the length and volume of a plank?

To measure the length of a plank, use a ruler or measuring tape to determine the distance from one end of the plank to the other. To measure the volume, use a graduated cylinder or water displacement method to determine the amount of space the plank occupies.

What are some real-world applications of understanding plank length to plank volume?

Understanding plank length to plank volume is important in various fields such as construction, engineering, and architecture. It allows for accurate measurements and calculations when building structures or designing objects with planks.

Is there a standard ratio of plank length to plank volume?

There is no standard ratio of plank length to plank volume as it can vary depending on the type and size of the plank. However, for rectangular planks, the volume is usually proportional to the cube of the length.

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