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OpenStudy (anonymous):
i mean minus into minus
OpenStudy (anonymous):
linear algebra? are you going over linear transformations?
OpenStudy (anonymous):
yeah
OpenStudy (anonymous):
ok, do you mean into or "onto"? i.e. one-to-one and "onto" linear transformations.
OpenStudy (anonymous):
onto
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OpenStudy (anonymous):
onto linear transformations: T is onto if & only if the rank of T is equal to the dimension of W, where T:V-->W is a linear transformation...
OpenStudy (anonymous):
basically every element in W has a preimage in V...
OpenStudy (anonymous):
...does it make anymore sense? another way of saying it is that T is onto W when Wis equal to the range of T.
OpenStudy (anonymous):
okay
OpenStudy (anonymous):
good luck! little bit more abstract, so some find it a little dry & boring sometimes...
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OpenStudy (radar):
minus into minus is positive. Division of like signs are positive.
OpenStudy (anonymous):
right. that's -/-... she stated that she was refering to "onto" which describes a linear transformation in linear algebra--that's why i asked before going any furhter...