Given that {a_n } is a geometric sequence
where the first term, a_1 >1 and the common
ratio, r>0.
If b_n =log_2 a_n where n∈N, b_1 +b_3 +b_5 =6,
and b_1 ∙b_3 ∙b_5 =0, find the general term of {a_n }.
# Question #
suppose that x_1 , x_( 2) are two distinct
roots for ax^( 2) + bx +c = 0 on ( 0, 1 ).
find the minimum value of ” a ” :
a_( min) = ?
−−−−−−−−−
hi !
We store 5 objects in three discernible drawers. Suppose that the different ways of carrying out these arrangements are equally probable, calculate the probability that one of the 3 drawers contains at least 3 objects.