Hello, I am not familiar with the correct mathematical terms in english, so please forgive me. I got the following equations:
The question is: for which t do those equations have
a) infinite solutions
b) no solution
c) one solution
I figured out a (t = 1) and c (t = everything else than 1 or b)), but I couldn't figure out, for which t I don't get any solution.
I multiplied out the matrix and the vector to the following:
I found out, when I solve for any variable, I get:
I thought, where the denominator is zero, there would be no answer, but the denominator has no point where it's zero.
I know I got no answer, where I have something like 2=5, so simply untrue equations, but I couldn't find any.
Is there even some sort of procedure or algorithm to solve this kind of problem? Thanks in advance, this community is awesome
The question is: for which t do those equations have
a) infinite solutions
b) no solution
c) one solution
I figured out a (t = 1) and c (t = everything else than 1 or b)), but I couldn't figure out, for which t I don't get any solution.
I multiplied out the matrix and the vector to the following:
I found out, when I solve for any variable, I get:
I thought, where the denominator is zero, there would be no answer, but the denominator has no point where it's zero.
I know I got no answer, where I have something like 2=5, so simply untrue equations, but I couldn't find any.
Is there even some sort of procedure or algorithm to solve this kind of problem? Thanks in advance, this community is awesome