Independence of Functions The functions y 1(t)=1+t+t 2 y2 (t)=1+t−t 2 y 3 (t)=2+2t are linearly dependent. Find constants A,B,C not all zero such that A(1+t+t 2 hw5.3. independence of functions the functions are linearly dependent. find constants not all zero such that number (rtol=0.01, atol=1e-08) )+B(1+t−t 2)+C(2+2t)=0 begin{tabular}/{|l|l|} hlineA & = number ( rtol =0.01, atol =1e−08) hlineB & number ( rtol =0.01, atol =1e−08) C & = number ( rtol =0.01, atol =1e−08) end{tabular} 10 points available for this attempt (following attempts are worth: 8,6,3,1 )