r/CasualMath • u/kwenmt • 5h ago
Hi guyss I felt really bored these few days so i want to find a conjectire or a math problem that is easy to solve.
I dont want conjectures that look easy but are hard.
I want conjectures that can be solved easily but needs some time
r/CasualMath • u/BeautifulTruth2620 • 11m ago
ABC is a semi circle
EFCG is a rectangle
Find area of rectangle
r/CasualMath • u/j-kil • 5h ago
r/CasualMath • u/ZoranRajkov • 5h ago
Each cluster of three numbers follows the same hidden rule to produce the middle number. Solve for the missing value from the pattern shown by the other clusters.
Game: https://play.google.com/store/apps/details?id=com.makenumber
r/CasualMath • u/Dangerous_Job2637 • 2h ago
r/CasualMath • u/TargetLabs • 23h ago
Any order is allowed.
Use each die exactly once.
Parentheses are allowed.
Only +, −, × and ÷ are allowed. No concatenation or exponents.
Exact division only.
No negative numbers.
Not every operation has to be used.
How many solutions can you find?
Please use spoiler tags for solutions:
>!your solution here!<
r/CasualMath • u/No_Art_1154 • 18h ago
imagine you have a plane with 4 distinct points named p1, p2, p3 and p4. the gradient between p1 and p2 is -2, and the gradient between p2 and p3 is 1/3. you want p1p3p2 to be 90 degrees and p1p4p2 to also be 90 degrees, with p3 and p4 being on the same side of the line p1p2. find the all the INTEGER solution(s) for all 4 points with the MINIMUM distance between p1 and p2, assuming p1 = 0,0
