AlexW.H.B.
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 Dec 18 awarded Popular Question Nov 4 awarded Popular Question Feb 23 awarded Popular Question Feb 23 awarded Famous Question Jul 2 awarded Curious Sep 5 awarded Notable Question Jun 28 awarded Yearling Mar 17 awarded Popular Question Nov 5 comment converting a parametric R5 vector into a Cartesian form quick question how did you calculate the C values? is it A=[a1 a2]= c , and just do row reduction? that is the only part i did not completely follow. Nov 5 accepted converting a parametric R5 vector into a Cartesian form Nov 5 comment converting a parametric R5 vector into a Cartesian form Thank you so much for your help. your answer is so thorough. Nov 4 accepted Does the Wronskian have anything to do with the product rule in calculus Nov 4 comment converting a parametric R5 vector into a Cartesian form first of all thank you very much for your quick response. secondly this is a homework problem for my linear algebra class, so I'm not 100% sure if my its supposed to be in the Mx=b form, but I would assume so. Nov 4 asked converting a parametric R5 vector into a Cartesian form Dec 6 accepted How do you factor $x^3-3x^2+3x-1$? Nov 29 comment How do you factor $x^3-3x^2+3x-1$? Thank you very much... this helped me a lot. I do have one question though. does this method of splitting up terms work in most or all cases of third degree polynomial factoring? Nov 28 comment How do you factor $x^3-3x^2+3x-1$? Oh i now see what your getting at. thanks for the tip. Nov 28 comment How do you factor $x^3-3x^2+3x-1$? I remember leaning about that in one of my calculus classes, but how does that apply to this? Can you use that to factor a third degree polynomial? Nov 28 comment How do you factor $x^3-3x^2+3x-1$? hey thank you very much for the tips. I will keep them in mind. Nov 28 comment How do you factor $x^3-3x^2+3x-1$? so you are saying you can factor this as two trinomial degree two polynomials just by grouping? very interesting.