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Volumen des Spats
Der von den Vektoren
,
und
aufgespannte Spat hat das Volumen
![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAaCAIAAADjWkEIAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAPNJREFUOE+1k70ZgjAQhoOzIIUPE4QJ7JwiaW3oLO1soHUEKxuTDZzASrJLvEsuISL4UMB1fHnvJ1+OzFrLZsRmBoPIApyWldQm9IP5JqNrBOdNh+csgZQYHxbRlPupO1FvwCnBhXJNIbIV/TO6lVVGAZ5ocKZqyZkwVNdwuG2cyH8yJpQH6L7ekiDigQej4jiq5R2lcJlkMtUbpDrQaT1mYQ/M4/YEbbdNXsNrZZEHLe5LojGmL0fAxGEfU8f2SsvzC7umHYDLixLSrne3Q0ZL+a5PJZTDAEtpufqpUQ/+wds6Lvq55vv++6UW+I++ys+t9wHJrSzoS6Y1YQAAAABJRU5ErkJggg== "embedded image (png)"){kind=small}
, ![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAeCAIAAACXCWggAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAQlJREFUOE+tVLsVwjAMTJglpOAxgT0BHRUjKCUVHUMkLVNQORswAY8CexcjSzZ2PjjwHupin+50kpzSWlssxWoJ4O4zoL6RTW+IBOU+hm5BiFZbBinIqYofmGYFFQhQ2l2Vf2+B6WTJITu2nUYsBw3jhbM8jqSZVe2St3U1IUpA5nlHos16pmVvat2KeTFrI5N+3ObFkgH314sXM13DTmUTjHo5L6YUQEttpgPvNcyORywgNoBRoDDB10RihTicjtMGhJrIfQHnFEJGOJiJDoYt8nn7XdhMKmg4j6QifCkjI2w2teZ2KS5vcOYR5IsDQXiIK6hw6X2d7nOwCv/fzNyTyr3gmPfVv+AFQp9g5knMXfkAAAAASUVORK5CYII= "embedded image (png)"){kind=small}
und ![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAAaCAIAAADuRDFPAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAALlJREFUOE+tUtEVgjAMtM4CfviYIN3AQcoSDlHX8J+ygRP4l+5Sk0ZalFKfPO6P5EjuLlUhhEMVx3qbutsZY6/70ccFpKMMtAbAYkgMZ8qK4I8ZX6ucAeOQi2rvPDx51CqB/M4T8zet2suzu8blaIGa5zbnIV6NS3q5IJ/RrfzB8RTADCHMBnzw6HJ+uD9ogixdIt22OzU/GOvvZCkUkSKnzN9q5HJcm4YAdzHb2v0udberXra/9TzyBetw+r42RE1lAAAAAElFTkSuQmCC "embedded image (png)"){kind=small}
aufgespannte Spat hat das Volumen , und aufgespannte Spat hat das Volumen ![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}