Check for Linear Dependence (3 functions, using definition)

Check for Linear Dependence (3 functions, using definition),
3 functions are linearly dependent if you can find c1, c2, c3, not all zero such that c1f1+c2f2+c3f3=0.
Must use the definition to show linear dependence,
blackpenredpen

[@biomechy6237]

So clearly explained and Im impressed how you can switch markers like that while writing.

[@cho.gath789]

"You can choose, any number that you want now... seriously" glances at the camera and smirks. I have no idea whats happening yet im convinced.

[@eagleaf4899]

That was really helpful thank you

[@blackpenredpen]

my pleasure!

[@jarikosonen4079]

{C1, C2, C3} not any zero? It also looked like C1=2, C2=4, C3=1 would make then with same coefficient of angle.

[@ayushkumarverma9176]

Wat about wronskian condition method.

[@paulinocalistenia2816]

it's just a algoritm that using the det of the matrix of the functions and its derivates. So, the value of that det must to be different of zero for LI.

[@iamsmudgrr]

i love you with all my heart

[@benjaminsmus8553]

Thankk you