Small Gross (sm-gr) | Long Hundred (long-hundred) |
---|---|
0 | 0 |
1 | 1 |
2 | 2 |
3 | 3 |
4 | 4 |
5 | 5 |
6 | 6 |
7 | 7 |
8 | 8 |
9 | 9 |
10 | 10 |
20 | 20 |
30 | 30 |
40 | 40 |
50 | 50 |
60 | 60 |
70 | 70 |
80 | 80 |
90 | 90 |
100 | 100 |
1000 | 1000 |
Small Gross and Long Hundred are both archaic units of quantity. Understanding their relationship is key to converting between them.
Before we dive into the conversion, let's clarify what these units represent:
To convert from Small Gross to Long Hundred, we need to determine how many Long Hundreds are equivalent to one Small Gross.
Start with the definition: 1 Small Gross = 144 items
Determine the ratio: We want to find out how many Long Hundreds are in 144 items. Since 1 Long Hundred = 120 items, we can set up the following ratio:
Calculate: Divide 144 by 120.
Result: 1 Small Gross = 1.2 Long Hundreds
This means that one small gross contains 1.2 long hundreds.
To convert from Long Hundred to Small Gross, we perform the inverse operation.
Start with the definition: 1 Long Hundred = 120 items
Determine the inverse ratio: We want to find out how many Small Grosses are in 120 items. Since 1 Small Gross = 144 items, we set up the following ratio:
Calculate: Divide 120 by 144.
Result: 1 Long Hundred = Small Grosses. Or approximately 0.833 Small Gross.
This means that one long hundred contains approximately 0.833 of a small gross.
The conversion between Small Gross and Long Hundred remains the same whether you're using base 10 (decimal) or base 2 (binary) systems. These units are based on counts of items, and the mathematical relationship between them doesn't change with different numerical bases.
While Small Gross and Long Hundred are not commonly used in modern commerce, the concept of converting between different units of quantity is still relevant. Here are some related examples:
These examples highlight how conversion between units of quantity is a fundamental concept used across various scenarios.
The terms "small gross" and "long hundred" are remnants of older systems of counting and commerce. While they may not be in widespread use today, understanding these historical units provides insight into the evolution of measurement systems.
See below section for step by step unit conversion with formulas and explanations. Please refer to the table below for a list of all the Long Hundred to other unit conversions.
A small gross, also known as a short gross, is a unit of quantity equal to 12 dozens, or 144 items. It's primarily used for counting items sold in bulk. It's related to a gross, which is equal to 12 dozens or 144 items but it is a historical term less commonly used nowadays.
The term "gross" originates from the Old French word "grosse," meaning "large" or "thick." Its adoption as a counting unit likely stems from the convenience of representing a quantity larger than a dozen but still manageable for commerce. The "small" modifier is used to distinguish it from other similar terms that are now obsolete.
While there isn't a specific law or famous figure directly tied to the small gross, its significance lies in its historical use in trade and inventory management. Before the widespread adoption of decimal-based systems, units like the small gross provided a standardized way to handle bulk quantities. Today, it's more common to directly use the number 144 or simply refer to a "gross" because "small gross" became an outdated and redundant term.
Although using "small gross" is outdated, thinking in terms of 144 (or dozens of dozens) can be helpful:
The long hundred, also known as a great hundred or a twelve-score, is an obsolete unit of quantity equal to 120 items. It's a relic of a counting system where calculations were sometimes done in base-12 or base-20, rather than the standard base-10 system we use today.
The long hundred arises from the practice of counting in dozens (groups of 12). Unlike the "short hundred" (decimal hundred) that contains 100 items, the long hundred is based on a duodecimal system influence or simply a traditional way of counting specific goods. It is formed by multiplying twelve (a dozen) by ten, resulting in 120.
This contrasts with the decimal system, where a hundred is simply 10 * 10 = 100.
The long hundred was most commonly used in trade and commerce, particularly when dealing with goods that were easily grouped into dozens, such as eggs, nails, or other small wares. It provided a convenient way to count and package these items. While no specific laws directly mandated its use, it was a customary practice deeply ingrained in certain industries.
Here are a few examples of how long hundreds might be used:
Let's say you are buying nails, then
1 Long Hundred = 120 nails.
So buying 3 long hundreds would get you 360 nails.
The adoption of the metric system and decimal-based accounting practices gradually led to the decline and eventual obsolescence of the long hundred. These modern systems provided greater efficiency and standardization.
Convert 1 sm-gr to other units | Result |
---|---|
Small Gross to Pieces (sm-gr to pcs) | 120 |
Small Gross to Bakers Dozen (sm-gr to bk-doz) | 9.2307692307692 |
Small Gross to Couples (sm-gr to cp) | 60 |
Small Gross to Dozen Dozen (sm-gr to doz-doz) | 0.8333333333333 |
Small Gross to Dozens (sm-gr to doz) | 10 |
Small Gross to Great Gross (sm-gr to gr-gr) | 0.06944444444444 |
Small Gross to Gross (sm-gr to gros) | 0.8333333333333 |
Small Gross to Half Dozen (sm-gr to half-dozen) | 20 |
Small Gross to Long Hundred (sm-gr to long-hundred) | 1 |
Small Gross to Reams (sm-gr to ream) | 0.24 |
Small Gross to Scores (sm-gr to scores) | 6 |
Small Gross to Trio (sm-gr to trio) | 40 |