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  1 \mbox{liter }( l) = 1000 \mbox{ cm}^3 = 1,057 \mbox{ quart (qt) } = 61,02 \mbox{ in}^3 = 0,03532 \mbox{ ft}^3 \\
 
  1 \mbox{liter }( l) = 1000 \mbox{ cm}^3 = 1,057 \mbox{ quart (qt) } = 61,02 \mbox{ in}^3 = 0,03532 \mbox{ ft}^3 \\
 
  1 \mbox{ cubic meter  (m}^3)  = 1000 \ l = 35,32 \mbox{ft}^3 \\
 
  1 \mbox{ cubic meter  (m}^3)  = 1000 \ l = 35,32 \mbox{ft}^3 \\
  1 \mbox{ cubic foot ( ft}^3 ) = 7,481 \mbox{ U.S gal } = 0,02832 \mbox{m}^3 = 28,32 l \\
+
  1 \mbox{ cubic foot ( ft}^3 ) = 7,481 \mbox{ U.S gal } = 0,02832 \mbox{ m}^3 = 28,32 \ l \\
 +
1 \mbox{ US. Gallon (gal) } = 231 \mbox{ in}^3 = 3,785 \ l ; \ 1 \ \mbox{UK . Gal = } 1,201 \mbox{ US. Gallon } = 277,4 \mbox{ in}^3 \\
 
\end{array}
 
\end{array}
 
</math>
 
</math>

Revision as of 09:53, 24 November 2010

Conversion Factors
Length
$ \begin{array}{lcl} 1 \mbox{ kilometer (km) } & = & 1000 \mbox{ meter (m) } \\ 1 \mbox{ meter (m) } & = & 100 \mbox{ centimeter (cm) } \\ 1 \mbox{ centimeter (cm) } & = & 10^{-2} \mbox{ m } \\ 1 \mbox{ millimeter (mm) } & = & 10^{-3} \mbox{ m } \\ 1 \mbox{ micron } (\mu ) & = & 10^{-6} \mbox{ m } \\ 1 \mbox{ millimicron ( m} \mu ) & = & 10^{-9} \mbox{ m } \\ 1 \mbox{ angstrom (A) } & = & 10^{-10} \mbox{ m } \\ \end{array} $
Surface
$ \begin{array}{lcl} 1 \mbox{ square meter (m}^2) & = & 10,76 \mbox{ ft}^2 \\ 1 \mbox{ square foot (ft}^2) & = & 929 \mbox{ cm}^2 \\ \end{array} $
Volume
$ \begin{array}{lcl} 1 \mbox{liter }( l) = 1000 \mbox{ cm}^3 = 1,057 \mbox{ quart (qt) } = 61,02 \mbox{ in}^3 = 0,03532 \mbox{ ft}^3 \\ 1 \mbox{ cubic meter (m}^3) = 1000 \ l = 35,32 \mbox{ft}^3 \\ 1 \mbox{ cubic foot ( ft}^3 ) = 7,481 \mbox{ U.S gal } = 0,02832 \mbox{ m}^3 = 28,32 \ l \\ 1 \mbox{ US. Gallon (gal) } = 231 \mbox{ in}^3 = 3,785 \ l ; \ 1 \ \mbox{UK . Gal = } 1,201 \mbox{ US. Gallon } = 277,4 \mbox{ in}^3 \\ \end{array} $
Mass
Speed
Density
Force
Energy
Power
Pressure

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Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

Dr. Paul Garrett