- #1
Abukadu
- 32
- 0
Hi, good morning!
I'm having trouble with vector space.
Let there be α and β some given numbers. Prove that the set of all the real numbers f(x) so that: α*f(-2) + β*f(5) = 0 is a vector space !
Could someone please write a full solution for he axiom scalar multiplication?
I'm having trouble with vector space.
Let there be α and β some given numbers. Prove that the set of all the real numbers f(x) so that: α*f(-2) + β*f(5) = 0 is a vector space !
Could someone please write a full solution for he axiom scalar multiplication?