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Linear algebra question. How do you sketch this Null space? (t/3, t, 0) ?
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hi, can you state the definition of the null space
The set \[\left\{ x \epsilon R^n|Ax = 0\right\}\] 0 is 0 the vector and x is an x vector. @Hayhayz
it is also called the kernel of A when given A as an mxn matrix. But i dont quite understand it @Hayhayz
so okay for example for Ax=0 the null space is all the vectors x succh that this Ax=0 is true
Okay so what would be sample vectors x that would make that statement true?
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yup
okay so in this case it is what it is
(t/3, t, 0) , all the vectors of this form seem to solve your matrix Ax=0
x=t/3,y=t,z=0
|dw:1476413941959:dw|
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