Could someone help me with this question? Because I'm stuck and have no idea how to solve it & it's due tomorrow :(
Let S be the following subset of the vector space P_3 of all real polynomials p of degree at most 3:
S={p∈ P_3 p(1)=0, p' (1)=0}
where p' is the derivative of p...
I got 2 questions to ask! I have finished one but not sure if it's correct so I need to double check with someone :)
http://imageshack.us/a/img708/1324/83u8.png [Broken]
Here is my worked solution, I took this picture with my S4 and I wrote is very neatly as I could! The reason I didn't type...
Hello =]
I'm having trouble with this question, can somebody please help me with it! I'll thanks/like your comment if help me =)
![Question][1]
I know that for a ellipse the parametric is x=a sin t , b= b cos t t:0 to 2pi (?)
for part a) I drew up the graph but not sure if it's...
I can't seem to work out this question because it's so weird The set F of all function from R to R is a vector space given the diffential equation f"(x)+3f'(x)+x^2 f(x) = sin(x) is a subspace of F? Justify your answer
I know that we have to proof that it's non-empty 0. The zero vector has to...