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k a August Highlights and 2025 AoPS Online Class Information
jwelsh   0
Aug 1, 2025
CONGRATULATIONS to all the competitors at this year’s International Mathematical Olympiad (IMO)! The US Team took second place with 5 gold medals and 1 silver - we are proud to say that each member of the 2025 IMO team has participated in an AoPS WOOT (Worldwide Online Olympiad Training) class!

"As a parent, I'm deeply grateful to AoPS. Tiger has taken very few math courses outside of AoPS, except for a local Math Circle that doesn't focus on Olympiad math. AoPS has been one of the most important resources in his journey. Without AoPS, Tiger wouldn't be where he is today — especially considering he's grown up in a family with no STEM background at all."
— Doreen Dai, parent of IMO US Team Member Tiger Zhang

Interested to learn more about our WOOT programs? Check out the course page here or join a Free Scheduled Info Session. Early bird pricing ends August 19th!:
CodeWOOT Code Jam - Monday, August 11th
ChemWOOT Chemistry Jam - Wednesday, August 13th
PhysicsWOOT Physics Jam - Thursday, August 14th
MathWOOT Math Jam - Friday, August 15th

There is still time to enroll in our last wave of summer camps that start in August at the Virtual Campus, our video-based platform, for math and language arts! From Math Beasts Camp 6 (Prealgebra Prep) to AMC 10/12 Prep, you can find an informative 2-week camp before school starts. Plus, our math camps don’t have homework and cover cool enrichment topics like graph theory. Our language arts courses will build the foundation for next year’s challenges, such as Language Arts Triathlon for levels 5-6 and Academic Essay Writing for high school students.

Lastly, Fall is right around the corner! You can plan your Fall schedule now with classes at either AoPS Online, AoPS Academy Virtual Campus, or one of our AoPS Academies around the US. We’ve opened new Academy locations in San Mateo, CA, Pasadena, CA, Saratoga, CA, Johns Creek, GA, Northbrook, IL, and Upper West Side (NYC), New York.

Our full course list for upcoming classes is below:
All classes run 7:30pm-8:45pm ET/4:30pm - 5:45pm PT unless otherwise noted.
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0 replies
jwelsh
Aug 1, 2025
0 replies
one nice
teomihai   16
N 18 minutes ago by teomihai
Without compute the sum: $S=2+\frac{1}{2}+\frac{1}{3}+\frac{1}{4}+\frac{1}{5}+\frac{1}{6}+\frac{1}{7}+\frac{1}{8}$
find the nearest whole number to $S$.
16 replies
teomihai
Aug 2, 2025
teomihai
18 minutes ago
9 Favorite topic
A7456321   261
N an hour ago by mpcnotnpc
What is your favorite math topic/subject?

If you don't know why you are here, go binge watch something!

If you forgot why you are here, go to a hospital! :)

If you know why you are here and have voted, maybe say why you picked the option that you picked in a response) :thumbup:

CLICK ON ME YOU KNOW YOU WANT TO

Timeline
261 replies
A7456321
May 23, 2025
mpcnotnpc
an hour ago
Problem 1 Colombia Intermidate Level Final Round Olympiad 2025
agcol0812   6
N 5 hours ago by mtacettin
You call a number gregorian if a number n and all posible digit subsequences of n divide n. For example 48 is gregorian because 4 and 8 divde it. 312 is not a gregorian number because 31 doesn't divide it. Find ALL gregorian numbers.
6 replies
agcol0812
Jul 30, 2025
mtacettin
5 hours ago
1000th post - Logic Puzzles and Math Problems
melloncandy   20
N Today at 5:13 AM by JerryZYang
In honor of my 1000th post, here are some logic puzzles and (easy) math problems to solve (P1-P3 are logic and P4-P6 are math):
P1
S1 by Ynsg

P2
S2 by chaihanrui

P3
S3 by DDCN_2011

P4

P5
S5 by Ynsg

P6
S6 by randomguy01

Have fun! :)
By the way once all the questions have been correctly answered I will post my own solutions
Note: I did not come up with the logic puzzles but I came up with the math problems
20 replies
melloncandy
Today at 12:26 AM
JerryZYang
Today at 5:13 AM
No more topics!
easy problem
yt12   3
N Jun 8, 2025 by trangbui
In a box, there are 15 cards numbered from 1 to 15. Four cards are randomly drawn from the box at the same time. Find the probability that two of the selected cards are multiples of 2 and the other two are multiples of 3.
3 replies
yt12
Jun 6, 2025
trangbui
Jun 8, 2025
easy problem
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G H BBookmark kLocked kLocked NReply
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yt12
769 posts
#1
Y by
In a box, there are 15 cards numbered from 1 to 15. Four cards are randomly drawn from the box at the same time. Find the probability that two of the selected cards are multiples of 2 and the other two are multiples of 3.
Z K Y
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yt12
769 posts
#2
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help me please
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Soupboy0
657 posts
#3
Y by
Try using PIE for this
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trangbui
859 posts
#4
Y by
Helpful information  The number of ways to choose \(k\) items from a set of \(n\) items is given by the binomial coefficient \({n \choose k}=\frac{n!}{k!(n-k)!}\). The probability of an event is the number of favorable outcomes divided by the total number of possible outcomes.
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