Lösung 1.3:6a
Aus Online Mathematik Brückenkurs 1
(Unterschied zwischen Versionen)
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| - | {{ | + | A power expression that has a positive exponent is larger, the larger the base is. Thus |
| - | < | + | |
| - | {{ | + | <math>256^{{1}/{3}\;}>200^{{1}/{3}\;}</math> |
| + | because | ||
| + | <math>256>200</math> | ||
| + | and the exponent | ||
| + | <math>{1}/{3}\;</math> | ||
| + | is positive. | ||
Version vom 12:50, 15. Sep. 2008
A power expression that has a positive exponent is larger, the larger the base is. Thus
\displaystyle 256^{{1}/{3}\;}>200^{{1}/{3}\;} because \displaystyle 256>200 and the exponent \displaystyle {1}/{3}\; is positive.
