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k a March Highlights and 2025 AoPS Online Class Information
jlacosta   0
Mar 2, 2025
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0 replies
jlacosta
Mar 2, 2025
0 replies
3D Geometry Problem
ReticulatedPython   15
N 4 minutes ago by Soupboy0
A sphere with radius $1$ is centered at the apex of a right square pyramid with base length $2$ and height $1.$ The volume of the space where the sphere overlaps with the pyramid can be expressed in the form $k\pi.$ Find $k.$

Hint

Formulas
15 replies
+1 w
ReticulatedPython
Yesterday at 4:05 PM
Soupboy0
4 minutes ago
Chessboard problem
Ecrin_eren   1
N 5 minutes ago by Soupboy0
On an 8×8 checkerboard, what is the minimum number of squares that must be marked (including the marked ones) so that every square has exactly one marked neighbor? (We define neighbors as squares that share a common edge, and a square is not considered a neighbor of itself.)
1 reply
Ecrin_eren
an hour ago
Soupboy0
5 minutes ago
Math Question
somerandomkid32   2
N 7 minutes ago by Dream9
I was looking to get better at math overall but don't know where to start. For context I am taking geometry as an 8th grader and have gotten a 18 on AMC 8. I have some background in Algebra 2 already such as factoring polynomials etc. reply if you need more info.
2 replies
somerandomkid32
Today at 12:31 AM
Dream9
7 minutes ago
AMC 8 Help
krish6_9   21
N 22 minutes ago by krish6_9
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better
21 replies
krish6_9
Mar 17, 2025
krish6_9
22 minutes ago
Proof Question
MathRook7817   3
N 5 hours ago by Jack_w
Prove or disprove the assertion that when $1/n$ is written in decimal form with n being a natural number, that it's decimal either terminates or is eventually periodic.

I saw this question somewhere and I thinks it's interesting.
3 replies
MathRook7817
Today at 2:19 AM
Jack_w
5 hours ago
Inequalities
lgx57   2
N 6 hours ago by sqing
Let $0 < a,b,c < 1$. Prove that

$$a(1-b)+b(1-c)+c(1-a)<1$$
2 replies
lgx57
Today at 7:43 AM
sqing
6 hours ago
solve the system of equations
Havu   1
N 6 hours ago by Mathzeus1024
Solve the system of equations:
\[\begin{cases}
3x^2-2xy+3y^2+\dfrac{2}{x^2-2xy+y^2}=8\\
2x+\dfrac{1}{x-y}=4
\end{cases}\]
1 reply
Havu
Today at 7:52 AM
Mathzeus1024
6 hours ago
Inequalities
sqing   7
N Today at 8:12 AM by sqing
Let $a,b,c\ge \frac{1}{2}$ and $\left(\frac{1}{a}+\frac{1}{b}-\frac{1}{c}\right)\left(\frac{1}{a}-\frac{1}{b}+\frac{1}{c}\right)\le 1. $ Prove that
$$a+b+c\geq 2$$Let $a,b,c\ge \frac{1}{2}$ and $ \left(a+\frac{1}{a}+\frac{1}{b}-\frac{1}{c}\right)\left(a+\frac{1}{a}-\frac{1}{b}+\frac{1}{c}\right)\le \frac{9}{2}. $ Prove that
$$a^2+b^2+c^2\geq 1$$Let $a,b\ge \frac{1}{2}$ and $ \left( \frac{1}{a}-\frac{1}{b}+2\right)\left( \frac{1}{b}-\frac{1}{a}+2\right) \le   \frac{20}{9}. $ Prove that
$$ a+b\geq 2$$Let $a,b\ge \frac{1}{2}$ and $a^2+b^2=1. $ Prove that
$$\left(\frac{2}{a}+\frac{1}{b}-1\right)\left(\frac{2}{a}-\frac{1}{b}+1\right)\ge \frac{13}{3}$$
7 replies
sqing
Mar 15, 2025
sqing
Today at 8:12 AM
Quadratic Equation Problems
Saucepan_man02   7
N Today at 5:53 AM by soryn
P1) Let $\alpha < \beta <	\gamma$ be the roots of $ax^3+bx^2+cx+d=0$ with $7a+3b>0, 3a+2b<0$ and $\alpha(\beta+1)+\beta(\gamma+1)+\gamma(1+\alpha)=0$.
If [.] denotes the greatest integer function, then the number of possible values of $[|3 \alpha |] + [|6 \beta|] +
 [|9 \gamma |]$ is equal to
7 replies
Saucepan_man02
Mar 3, 2025
soryn
Today at 5:53 AM
Trash Trig Sum
P_Groudon   4
N Today at 5:41 AM by invisibleman
Find the smallest positive integer $n$ such that $$\sum_{k=0}^{298}\sin(k^2 + 2k + 2)\sin(2k + 2) = \frac{\cos(1) - \cos(n)}{2},$$where degrees are used.
4 replies
P_Groudon
Monday at 5:34 PM
invisibleman
Today at 5:41 AM
Chessboard
Ecrin_eren   2
N Today at 5:24 AM by Ecrin_eren
On an 8×8 checkerboard, what is the minimum number of squares that must be marked (including the marked ones) so that every square has exactly one marked neighbor? (We define neighbors as squares that share a common edge, and a square is not considered a neighbor of itself.)

2 replies
Ecrin_eren
Yesterday at 8:55 PM
Ecrin_eren
Today at 5:24 AM
Inequality
BaCaPhe   1
N Today at 4:43 AM by lbh_qys
$\begin{array}{l}
a,b,c \ge 1,ab + bc + ca \ge 4 + abc\\
{a^2} + {b^2} + {c^2} \ge 9?
\end{array}$
I tried:
$\begin{array}{l}
 * {\text{In three numbers }}a,b,c \ge 1,{\text{ at least 2 numbers }} \ge {\text{2 or}} \le {\text{2}}\\
{\text{WLOG assume they are }}a{\text{ and }}b \Rightarrow \left( {a - 2} \right)\left( {b - 2} \right) \ge 0 \Leftrightarrow 4c + abc \ge 2ac + 2bc\\
 \Leftrightarrow 2ac + 2bc \le 4c - 4 + 4 + abc \le 4c - 4 + ab + bc + ca \Leftrightarrow ac + bc \le 4c - 4 + ab
\end{array}$
How do I process further?
1 reply
BaCaPhe
Today at 3:13 AM
lbh_qys
Today at 4:43 AM
Inequalities
sqing   21
N Today at 4:36 AM by sqing
Let $ a,b>0 $ and $ \frac{1}{a}+\frac{1}{b}=1. $ Prove that
$$(a^2-a+1)(b^2-b+1) \geq 9$$$$ (a^2-a+b+1)(b^2-b+a+1) \geq 25$$Let $ a,b>0 $ and $ \frac{1}{a}+\frac{1}{b}=\frac{2}{3}. $ Prove that
$$(a+8)(a^2-a+b+2)(b^2-b+5)\geq1331$$$$(a+10)(a^2-a+b+4)(b^2-b+7)\geq2197$$
21 replies
sqing
Mar 10, 2025
sqing
Today at 4:36 AM
Inequalities
sqing   6
N Today at 4:16 AM by sqing
Let $ a,b $ be real numbers such that $ a + b  \geq  |ab + 1|. $ Prove that$$ a^3 + b^3 \geq |a^3 b^3 + 1|$$Let $ a,b $ be real numbers such that $ 2(a + b ) \geq  |ab + 1|. $ Prove that$$26( a^3 + b^3) \geq |a^3 b^3 + 1|$$Let $ a,b $ be real numbers such that $ 4(a + b) \geq 3|ab + 1|. $ Prove that$$148(a^3 + b^3) \geq27 |a^3 b^3 + 1|$$
6 replies
sqing
Mar 8, 2025
sqing
Today at 4:16 AM
AMC 8 Help
G H J
G H BBookmark kLocked kLocked NReply
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krish6_9
18 posts
#1
Y by
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better
Z K Y
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krish6_9
18 posts
#2
Y by
PLEASE HELP why am i being ignored... :(
This post has been edited 2 times. Last edited by krish6_9, Yesterday at 12:25 AM
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MathRook7817
609 posts
#3 • 1 Y
Y by krish6_9
I think if you keep working hard, you can probably make it by 6 or 7
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sadas123
1052 posts
#4 • 1 Y
Y by krish6_9
Take AOPS Classes first take prealgebra this year and then in 4th and 5th read the whole Introductory Series and classes. 6th finish up the intermediate series and finish pre calc. 7th just grind mathcounst even more. 8th grade you prob will have made it.
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krish6_9
18 posts
#5
Y by
MathRook7817 wrote:
I think if you keep working hard, you can probably make it by 6 or 7

oh ok. i mean i can probably do that but ill have to work hard and become ethan who is very orz and goated
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Schintalpati
576 posts
#6
Y by
krish6_9 wrote:
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better

Both are possible for sure. Just grind past tests and alcumus for now.
Z K Y
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krish6_9
18 posts
#7
Y by
o ok. thank you
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Inaaya
189 posts
#8
Y by
A 12 on amc 8 in 3rd grade is amazing! How strong is your prealgebra background?
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Andyluo
851 posts
#9
Y by
krish6_9 wrote:
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better

12 on amc 8 in 3rd grade shows us nothing, you could literally be your average accelerate math student or the next imo medalist
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sadas123
1052 posts
#10
Y by
Andyluo wrote:
krish6_9 wrote:
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better

12 on amc 8 in 3rd grade shows us nothing, you could literally be your average accelerate math student or the next imo medalist

true just matters how much hard work you put in to get your goals.
Z K Y
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krish6_9
18 posts
#11
Y by
Andyluo wrote:
krish6_9 wrote:
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better

12 on amc 8 in 3rd grade shows us nothing, you could literally be your average accelerate math student or the next imo medalist

well could you give me some tips? i think its pretty good... and i think i will want to work hard (i did a lot of math today in fact :D)



also im about 3/4 through prealgebra, i did part of a chapter today
This post has been edited 1 time. Last edited by krish6_9, Yesterday at 12:26 AM
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giratina3
432 posts
#12
Y by
krish6_9 wrote:
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better

We don't really have a general idea over you... I feel like we don't know much about you and how you're progressing over the years. I would say that you're 3rd grade... so you're pretty young. Mathcounts nationals in 6th is gonna be a doozy, but if you study hard enough, 7th grade might be possible. But take this with a grain of salt because I have absolutely no idea how you're progressing or getting better at math.

As of @above... that's amazing! The fact that you're 3/4 through Prealgebra is a really good sign. I finished Prealgebra in 5th grade and I nearly made nationals this year (7th grade btw)! (Sillied 2 problems so we don't talk about that :stretcher:)
This post has been edited 1 time. Last edited by giratina3, Yesterday at 1:01 AM
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Alex_Yang
419 posts
#13
Y by
krish6_9 wrote:
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better

look to be honest there is no way i can possibly predict what you can achieve in 3 years or 7 years since ur only at 3rd grade

what this means is that everything is possible and it really just depends on how much effort ur willing to put in
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pingpongmerrily
3500 posts
#14
Y by
12 on the amc 8 in third grade is crazy work

why are you on aops at age 9 help
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giangtruong13
66 posts
#15
Y by
Man hes cooking on AMC
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sadas123
1052 posts
#16
Y by
pingpongmerrily wrote:
12 on the amc 8 in third grade is crazy work

why are you on aops at age 9 help

I know a first grader that scored a 20 on this years AMC 8 I am not even joking, he mocked the 2024 AMC 10 A and he got a 91.5 and he mocked the 2024 AMC 10 B and got a 103.5. He also mocked the AIME I and he got a 2 :skull
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sadas123
1052 posts
#17
Y by
or he was a 2nd grader I forgot but he was 1st or 2nd.
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huajun78
26 posts
#18
Y by
krish6_9 wrote:
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better

3rd grade's pretty early, so I think you have a good chance.

Once you finish prealgebra you could look at the AoPS introductory books, including Intro to Counting & Probability, Geometry, Algebra, and Number Theory (you should probably start with algebra and geometry). Personally I think they provide great foundational knowledge for topics in competition math.

AoPS classes are also good and come with some extra benefits (message board, weekly lectures, etc), but they're more costly.
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greenplanet2050
1282 posts
#19
Y by
krish6_9 wrote:
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better

if you try your best then its possible

ik a dude who qualified for usamo at 7th grade and he got a 150 on the 2024 amc 12b
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nmlikesmath
412 posts
#20
Y by
greenplanet2050 wrote:
krish6_9 wrote:
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better

if you try your best then its possible

ik a dude who qualified for usamo at 7th grade and he got a 150 on the 2024 amc 12b

that's tuff
rn I'm in 8th gr and on 12b I cant get more than like a 95
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Andyluo
851 posts
#21
Y by
krish6_9 wrote:
Hey guys
im in new jersey a third grader who got 12 on amc 8. I want to make mop in high school and mathcounts nationals in 6th grade is that realistic how should I get better

let's set realistic goals, there's about 20 spots for MOP, and realistically you have to be t16 in the country for under 10th grade due to other factors being considered. Even qualifying for AIME takes considerable effort, and qualifying for USAJMO is much more difficult. Then out of that small group you have to solve four questions in USAJMO.

If you're a genius you could make it by 6th grade, but I don't think its realistic, and I also think you should spend that much time on math at such a young age

Mathcounts Nationals could be realistic, depending on your state, if you're in texas you might be cooked, if you're in a worse state its much easier.
This post has been edited 1 time. Last edited by Andyluo, 2 hours ago
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krish6_9
18 posts
#22
Y by
uhh i literally said im in new jersey dude
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