[/quote]
,
be a quadrilateral inscribed in a circle 
.
,
,
,
,
,
,
,
.
lies over 
.
table filled with natural numbers, we say it is a divisor table if:
-
,
-
,
for every 
.
is given. Determine the smallest natural number 
,
be integers so that the integers 
are divisible by 
be a fixed integer. There are 
beads on a circular necklace. You wish to paint the beads using 
consecutive beads every color appears at least once. Find the largest value of 
for which this task is 
possible.
be a triangle 
)
are the altitudes of the triangle. The bisector of 
intersects 
at 
.
be a point such that 
and 
.
passes through the midpoint of 
.
is circumcircle of an acute triangle 
is midpoint of arc 
and 
is incenter of triangle 
intersect 
and 
.
such that 
is parallel to 
.
.
.
and 
such that
Y by BobRascal, riben, Kendo_Larrs, foxtrot3, smartninja2000, hdrcure, vsamc, Eth007, prestonh, coolmath_2018, 2019wildcat, Happy88, PhysicsMonster_01, GCA, Vasu090, AnimalLover111, H-23, v4913, Adventure10, Mango247
This suggestion doesn't mean that users can just add problems to the topics like Algebra and C+P for everyone. Instead, it means that users can add personal problems that they came up with for themselves only. For example, if you missed a Algebra question from school, you can add it to your personal Alcumus for reveiw.
It would be cool if you could create new Subjects for yourself too. For example, you could create a "AIME" subject and just enter AIME problems in to practice.
Note: you can even create non-math problems like spelling and vocabulary and physics etc...
It would be cool if you could create new Subjects for yourself too. For example, you could create a "AIME" subject and just enter AIME problems in to practice.
Note: you can even create non-math problems like spelling and vocabulary and physics etc...
This post has been edited 1 time. Last edited by franzliszt, Sep 23, 2019, 7:04 PM
