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Blake
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Sep 23 '11 at 6:20
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Find a basis for the space of cubic polynomials $p$ such that $p(3) = 0$
0
What is the dimension of the space of traceless $n × n$ matrices?
0
Prove that any set of vectors $S \subset \mathbb{R}^n$ containing the zero vector cannot be linearly independent
17
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-4
Can we use Peano's axioms to prove that integer = prime + integer?
+9
What is the dimension of the space of traceless $n × n$ matrices?
+11
Find a basis for the space of cubic polynomials $p$ such that $p(3) = 0$
1
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Can we use Peano's axioms to prove that integer = prime + integer?
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linear-algebra
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2
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number-theory
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prime-numbers
1
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