could you help me with this problem. choose the correct answer choice

not sure if you need the table but here you go!

thank you for helping

Sunlight, approximated as a radiation from a blackbody with temperature Tsun=5800K, filters through a window, which has transmissivities shown below: Find the percentage of incident radiation that is transmitted through the window. a) 34% b) 57% c) 65% d) 81% TABLE 12-2 Blackbody radiation functions fA \begin{tabular}{cccc} \hlineT,mK & fA & T,mK & fA \\ \hline 200 & 0.000000 & 6200 & 0.754140 \\ 400 & 0.000000 & 6400 & 0.769234 \\ 600 & 0.000000 & 6600 & 0.783199 \\ 800 & 0.000016 & 6800 & 0.796129 \\ 1000 & 0.000321 & 7000 & 0.808109 \\ 1200 & 0.002134 & 7200 & 0.819217 \\ 1400 & 0.007790 & 7400 & 0.829527 \\ 1600 & 0.019718 & 7600 & 0.839102 \\ 1800 & 0.039341 & 7800 & 0.848005 \\ 2000 & 0.066728 & 8000 & 0.856288 \\ 2200 & 0.100888 & 8500 & 0.874608 \\ 2400 & 0.140256 & 9000 & 0.890029 \\ 2600 & 0.183120 & 9500 & 0.903085 \\ 2800 & 0.227897 & 10,000 & 0.914199 \\ 3000 & 0.273232 & 10,500 & 0.923710 \\ 3200 & 0.318102 & 11,000 & 0.931890 \\ 3400 & 0.361735 & 11,500 & 0.939959 \\ 3600 & 0.403607 & 12,000 & 0.945098 \\ 3800 & 0.443382 & 13,000 & 0.955139 \\ 4000 & 0.480877 & 14,000 & 0.962898 \\ 4200 & 0.516014 & 15,000 & 0.969981 \\ 4400 & 0.548796 & 16,000 & 0.973814 \\ 4600 & 0.579280 & 18,000 & 0.980860 \\ 4800 & 0.607559 & 20,000 & 0.985602 \\ 5000 & 0.633747 & 25,000 & 0.992215 \\ 5200 & 0.658970 & 30,000 & 0.995340 \\ 5400 & 0.680360 & 40,000 & 0.997967 \\ 5600 & 0.701046 & 50,000 & 0.998953 \\ 5800 & 0.720158 & 75,000 & 0.999713 \\ 6000 & 0.737818 & 100,000 & \\ \hline \end{tabular}