Difference between revisions of "Selftest: Introduction to vector algebra"
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− | <quiz> | + | {{ExerciseNavigation|previous=[[Selftest: Cross product|Cross product]]|chapter=[[Vector algebra]]|article=[[Vector algebra]]|next=[[Selftest: Unit vector|Unit vector]]}} |
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+ | <quiz display=simple> | ||
{'''Difference between scalars and vectors''' | {'''Difference between scalars and vectors''' | ||
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- Air preasure | - Air preasure | ||
||A vectorial quantity is directed, so its '''magnitude''' as well as its '''direction''' are necessary for its complete description (see [[Vector algebra|vector algebra]]). | ||A vectorial quantity is directed, so its '''magnitude''' as well as its '''direction''' are necessary for its complete description (see [[Vector algebra|vector algebra]]). | ||
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− | {''' | + | {'''Position, free and constrained vectors''' |
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− | + | Fill in the following words: | |
− | '' | + | ''free vector, constrained vector, position vector'' |
| type="{}" } | | type="{}" } | ||
− | + | A { free vector } does not change its properties (magnitude and direction), if it is shifted parallel to itself so that its startpoint is translated to an arbitrary point in space. If the properties of a vector are constrained to a certain point, then it is a { constrained vector }. A vector pointing from a fixed origin to a certain point in space is called { position vector }. | |
</quiz> | </quiz> | ||
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+ | [[Category:Selftest]] | ||
+ | [[Category:Vectors]] |
Latest revision as of 17:35, 30 January 2015
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