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# What are some world connections with the number 10?

Updated: 9/22/2023

Wiki User

11y ago

Our primitive ancestors using their 10 fingers and 10 toes for counting resulted in the current decimal system which is used everywhere.

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11y ago

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Q: What are some world connections with the number 10?
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### What connections can you make between number ten and the world?

Humans have ten fingers, so a base-10 mathematical system seems natural to us. That's the primary connection between the number 10 and the physical world.

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The main connection is that human beings have ten digits on their hands. That is why we count in tens.

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Human beings have a total of ten digits on their hands. It (therefore) forms the basis of our counting system. It is the atomic number of neon. It is the number of hydrogen atoms in butane, a hydrocarbon.

### How many connections are required by a fully-connected network with five stations?

A fully connected network follows the formula c=n*(n-1)/2, where n is the number of nodes and c is the number of connections. So, for a network of 5 nodes (stations) there would be 5*4/2=10 connections.

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Just be yourself. Make sure you have a good voice, and you can't just become famous on your own. You need some connections. By the way, you'll also need some rocking clothes!

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### What are the number of cross points needed for 10 lines in a cross point switch which is full duplex in nature and with no self connections?

n*(n-1)/2 10*(10-1)/2 10*9/2 45

### How many wan links required t create a full mesh of connections between five remote site?

The equation to solve for the number of connections c is c=(n*(n-1))/2. So a network of 10 computers would need (10*9)/2 or 45 links

### What is the name of the highest number in use?

The largest named number that is commonly known is a googolplex. A googol is 10^100 (a one with 100 zeros after it) and a googolplex is 10^googol. Under the traditional naming system of million, billion, trillion, the largest named number is Centillion, which is 10^303 (a one with 303 zeros after it). The largest denomination banknote ever printed was for 1 sextillion (10^21). In science, some large numbers used are Avogadro's number (6.022 x 10^23), which defines the number of molecules in a mole; Graham's number (unimaginably large), which is the upper bound of connections between vertices of hypercubes.

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Windows XP Professional allows up to 10 concurrent connections