Independence of Functions The functions
y1(t)=1+t+t²y2(t)=1+t−t²y3(t)=2+2t
are linearly dependent.
Find constants A,B,C not all zero such that
A(1+t+t²)+B(1+t−t²)+C(2+2t)=0
A = number ( rtol =0.01, atol =1e−08)
B = number ( rtol =0.01, atol =1e−08)
C = number ( rtol =0.01, atol =1e−08)