Skip to main content

Questions tagged [math]

The challenge involves mathematics in some central way. Also consider using more specific tags, listed in the tag wiki info.

Filter by
Sorted by
Tagged with
5 votes
1 answer
295 views

Implement 2ˣ using the polynomial system

Your job is to implement \$2^x\$ using polynomials, such that in a way that for all integers \$x\$ and \$y\$, $$\exists(v_0,v_1,\dots)[P_1(x,y,v_0,v_1,v_2,\cdots) = 0 \land P_2(x,y,v_0,v_1,v_2,\cdots)=...
Fmbalbuena's user avatar
  • 4,719
17 votes
6 answers
800 views

Decompose a palindromic polynomial

A palindromic polynomial is a polynomial whose list of coefficients is a palindrome. For example, the polynomial \$p(x) = x^4 + 2x^3 + 3x^2 + 2x + 1\$ is palindromic because its coefficients are \$[1, ...
alephalpha's user avatar
  • 51.6k
13 votes
8 answers
1k views

Float vs Decimal

You will be given a decimal number n in the form of a string. You must determine if that number, when stored in standard number type ...
Ted's user avatar
  • 2,121
16 votes
7 answers
966 views

Solve the crossed ladders problem

I'm surprised we don't have the crossed ladders problem as a task here yet. Two ladders of lengths a and b lie oppositely across an alley, as shown in the figure. The ladders cross at a height of h ...
Parcly Taxel's user avatar
  • 4,591
15 votes
14 answers
2k views

IMO 2025: Divisor sums that go forever

Problem 4 of the 2025 International Mathematical Olympiad asked (paraphrased): Let \$f(n)\$ be the sum of the largest three proper divisors of \$n\$, that is divisors excluding \$n\$ itself. For ...
xnor's user avatar
  • 149k
14 votes
7 answers
1k views

Squaring the roots of a polynomial

In this challenge, you are given a polynomial \$p(x)\$, and you need to find a polynomial \$q(x)\$ whose roots are exactly the squares of the roots of \$p(x)\$ (counted with multiplicity). In other ...
alephalpha's user avatar
  • 51.6k
1 vote
1 answer
284 views

The Parable of the Dagger Prelude

Taken from lesswrong.com Once upon a time, there was a court jester who dabbled in logic. The jester presented the king with two boxes. Upon the first box was inscribed: "Either this box ...
NeRoboto's user avatar
  • 268
24 votes
6 answers
2k views

Computing Pi with iF*ck

Objective Compute \$\pi\$ using nothing but \$i\$ (\$\sqrt{-1}\$). Guidelines ONLY exponentiation and multiplication may be used (i.e. \$i^i\$ or \$ii\$) No additional symbols may be used (so no ...
WarpPrime's user avatar
  • 521
5 votes
10 answers
1k views

Genshin Elemental Aura Decay

There is this game Genshin Impact, when an element is applied to an enemy i.e. Electro it remains for some time causing decay to the enemy health. For this challenge, we'll simplify this to a single ...
Beidou's user avatar
  • 51
10 votes
2 answers
672 views

Intersection check in the fewest operations

Challenge Given two line segments, your goal is to write a function which determines if they intersect using only the operations given below: Multiplication: x*y ...
CursorCoercer's user avatar
6 votes
17 answers
1k views

555 Timer Calculator

The Challenge In honour of getting 555 Rep, here's a little challenge to work out the frequency of a 555 Timer. The frequency can be worked out using $$ f=\frac{1.44}{(R_1+2R_2)C_1} $$ Implement this ...
Natelolzzz's user avatar
-4 votes
12 answers
340 views

Power Grid Management

You are writing the management software for one "node" of a power grid. A node has a layout like this + | +---N---+ | + Each + is a ...
Natelolzzz's user avatar
4 votes
8 answers
910 views

How many distinct characters can be used to implement Boolean Algebra in your programming language [closed]

I am interested in the following problem: What is the minimum number of distinct characters used in any programming language that can implement Boolean Algebra? In particular, what is the set that ...
dnn25519's user avatar
  • 169
9 votes
4 answers
496 views

Ultra-modular representative of rational numbers

Objective Given a reduced fraction \$p/q\$ where \$q > 0\$, output the (unique) reduced fraction \$p'/q'\$ such that: \$p'\$ is nonnegative and less than \$q'\$, and \$q'\$ is a positive odd ...
Dannyu NDos's user avatar
  • 7,167
-10 votes
2 answers
276 views

Fizz-Buzz-Bazz-Pazz

Fizz-Buzz-Bazz-Pazz Problem Summary Write a program that prints numbers from 1 to 100 with replacements based on the following ...
user avatar

15 30 50 per page
1
2 3 4 5
125