Investigate the convergence of the sequence (Xn) where
Xn = 1/1+n^2 + 2/2+n^2 + ....... + n/n+n^2
〖log〗_x 1/16=2 hole x nirnoy koro
5011207233.4748
6529668.5037
6226342.1974
7011
3063
1275601010074
3948
14022
6126
.1054
9598
1216
7865982
1070473.916...
Factorize 6pr + 3ps - 2qr - qs.
A=√(n&20^(n+1)/(4^(n+2)+2^(2n+2) ))+∜(√(∛(3^48 )) )
i've got x=10/3 and i have to use equalization method to get y to help with a graphic
Rs.852 divide by 12
9x - 6 = 2