- #1
Valour549
- 57
- 4
So I'm reading chapter 1.1 of Elementary Linear Algebra by Anton and there's this true-false question:
"A linear system whose equations are all homogenous must have a unique solution."
Taking this question simply as it is I think the answer should be false, because while there's always the trivial solution, it's also possible for there to be infinite solutions. Yet the book gives the answer as True? I think it's pretty confusing and doesn't give the student confidence when the very first question has the wrong answer.
"A linear system whose equations are all homogenous must have a unique solution."
Taking this question simply as it is I think the answer should be false, because while there's always the trivial solution, it's also possible for there to be infinite solutions. Yet the book gives the answer as True? I think it's pretty confusing and doesn't give the student confidence when the very first question has the wrong answer.
