If I have a square with side $2\ \text{km}$, what is its area: $2\ \text{sq km}$ or $4\ \text{km}^2$?
Difference between "sq km" and "km sq"
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terminology
area
unit-of-measure
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2The area is $4$ sq. km. or $4\text{ km}^2$. The units *square kilometer* and $\text{ km}^2$ mean the same thing. – 2012-09-26
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0How many 1kmx1km squares can you fit in it? Ergo? – 2012-09-26
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0Or you can say: open parenthesis two kilometer closed parenthesis squared: $(2~\mathrm{km})^2$. `:-)` – 2012-09-26
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7The notation $4\,\mathrm{km}^2$ will be understood all over the world. The notation $4\,\mathrm{sq. km}$ only in English speaking countries. – 2012-09-26
2 Answers
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A square with side $2\ \text{km}$ has area $4\ \text{km}^2$. This is pronounced as four square kilometres.
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Suppose that a triangle has $\text{height = }a \text{ cm}, \text{ base = }b \text{ cm}$. The area, in mathematical notation, is $\Large {a\cdot b \over 2} \normalsize \text{cm}^2 $.
You may pronounce the above as the quantity a times b all over two square centimeters, even though there is no difference at all.
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0Your area formula is a factor of 10,000,000,000 off. – 2012-09-26
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0@Henning: Thanks, I just got it right. – 2012-09-26
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1But now the pronunciation is wrong. – 2012-09-26
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0Heh, you're a lifesaver. – 2012-09-26
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0@Hennig. What do you mean by your comment 10-billion off – 2012-09-27
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0@VAR121: The comment is no longer relevant to the answer that appears above, because it was already edited to correct the error. It previously said km$^2$ where it should have said cm$^2$, and $1$km$^2=10^{10}$cm$^2$. – 2012-09-27