with 
be the intersection of 
and 
Let 
meet again 
at 
Called 
Prove that 
is the tangent of 
is the tangent of 
be a real numbers such that 
P
Where 
and 
Prove that
Let 
Prove that
.
Let 
.
with edges 
.
three perpendiculars to the three lateral faces.
and radius 
.
.
exist that satisfy 
for all real 
and the domain of f is strictly within the set of 
,
?
with edge 
cm.
and tangent to the plane 
.
)
,
.
.
and 
,
and 
.
.
Y by Akakri
in antarctica there is 
penguin and each one is numbered using numbers 
. penguin 
is called 
if 
where 
is 
prime divisor of 
(
(where k is number of 's prime divisors). what is maximum ratio of 
where 
is number of in antarctica?(
)
penguin and each one is numbered using numbers 
. penguin 
is called 
if 
where 
is 
prime divisor of 
(
(where k is number of 's prime divisors). what is maximum ratio of 
where 
is number of in antarctica?(
)This post has been edited 3 times. Last edited by MR.1, Apr 9, 2025, 3:20 PM
