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A 2.5 As a Percent:

## 2.5 As a Percent

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The figure underneath the 2. 5 in 2. 5% is 164. 21.

### Percent

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The concept of percent increase is basically the amount of increase from the original number to the final number in terms of 100 parts of the original. An increase of 5 percent would indicate that, if you split the original value into 100 parts, that value has increased by an additional 5 parts. So if the original value increased by 14 percent, the value would increase by 14 for every 100 units, 28 by every 200 units and so on. To make this even more clear, we will get into an example using the percent increase formula in the next section. Notice how of the world's total water supply of about 332.5 million cubic miles of water, over 96 percent is saline. And, of the total freshwater, over 68 percent is locked up in ice and glaciers. Another 30 percent of freshwater is in the ground. Fresh surface-water sources, such as rivers and lakes, only constitute about 22,300 cubic miles (93,100 cubic kilometers), which is about 1/150th of one percent of total water. Yet, rivers and lakes are the sources of most of the water people use everyday. Notice how of the world's total water supply of about 332.5 million cubic miles of water, over 96 percent is saline. And, of the total freshwater, over 68 percent is locked up in ice and glaciers. Another 30 percent of freshwater is in the ground. Fresh surface-water sources, such as rivers and lakes, only constitute about 22,300 cubic miles (93,100 cubic kilometers), which is about 1/150th of one percent of total water. Yet, rivers and lakes are the sources of most of the water people use everyday. Note: When there is a large difference between the two values being compared, the percent difference equation shown at the top of the page may not provide an acceptable answer for your circumstance. For example, if one value=1 and the other value=10000, the percent difference is 200 percent. But, if the second value instead of being 10000 is 100000000 the percent difference is still 200 percent. Using this equation, the maximum percent difference will never be higher than 200% (if both numbers have the same sign, both numbers are positive or both numbers are negative.) This maximum is due to: a large number minus a small number is still a large number and the average of a large number and a small number is approximately one half of the large number. Thus the equation is taking a large number and dividing it by one half of itself which equals approximately 2. Then to complete the equation, 2 x 100% = 200% (Source: www.percentagecalculator.co)

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