Dear student 99999This cannot be calculated manually 99999=9×11999=32×11999=32×999×11999=31998×119991) amn=amn2) a×bm=am×bm Regards

what is 99⁹⁹⁹

Dear student

99^{999} T h i s c a n n o t b e c a l c u l a t e d m a n u a l l y . 99^{999} = {(9 \times 11)}^{999} = {(3^{2} \times 11)}^{999} = 3^{2 \times 999} \times 11^{999} = 3^{1998} \times 11^{999} 1) {(a^{m})}^{n} = a^{m n} 2) {(a \times b)}^{m} = a^{m} \times b^{m}

Regards

what is 99999