Available now! Telegram Research 2025 — the year's key insights 
Maths Olympiad Daily Problems
Open in Telegram
This channel is created for maths lovers and maths Olympiad aspirants who loves to solve daily some good level of thinking problems in maths.also we discuss those problems https://t.me/mathproblemsdiscussiongroup and we can send our doubts in maths.
Show more5 552
Subscribers
+1124 hours
+767 days
+21430 days
Data loading in progress...
Similar Channels
Incoming and Outgoing Mentions
---
---
---
---
---
---
Attracting Subscribers
July '26
July '26
+35
in 0 channels
June '26
+270
in 1 channels
Get PRO
May '26
+303
in 1 channels
Get PRO
April '26
+211
in 4 channels
Get PRO
March '26
+157
in 0 channels
Get PRO
February '26
+192
in 1 channels
Get PRO
January '26
+154
in 1 channels
Get PRO
December '25
+132
in 0 channels
Get PRO
November '25
+155
in 2 channels
Get PRO
October '25
+157
in 2 channels
Get PRO
September '25
+180
in 0 channels
Get PRO
August '25
+222
in 1 channels
Get PRO
July '25
+216
in 1 channels
Get PRO
June '25
+211
in 1 channels
Get PRO
May '25
+203
in 1 channels
Get PRO
April '25
+163
in 0 channels
Get PRO
March '25
+163
in 1 channels
Get PRO
February '25
+139
in 0 channels
Get PRO
January '25
+266
in 3 channels
Get PRO
December '24
+376
in 2 channels
Get PRO
November '24
+299
in 0 channels
Get PRO
October '24
+344
in 1 channels
Get PRO
September '24
+274
in 0 channels
Get PRO
August '24
+275
in 1 channels
Get PRO
July '24
+387
in 0 channels
Get PRO
June '24
+399
in 1 channels
Get PRO
May '24
+411
in 0 channels
Get PRO
April '24
+385
in 1 channels
Get PRO
March '24
+410
in 1 channels
Get PRO
February '24
+332
in 3 channels
Get PRO
January '24
+584
in 2 channels
| Date | Subscriber Growth | Mentions | Channels | |
| 04 July | +1 | |||
| 03 July | +13 | |||
| 02 July | +10 | |||
| 01 July | +11 |
Channel Posts
| 2 |  No text... | 262 |
| 3 |  No text... | 275 |
| 4 |  If the expression is equal to ae + b/e + c where a,b,c belong to Z
Find the value of a²-b+c | 316 |
| 5 | Problem from Veer
Re-formatted
Let a, b, c and d be the zeroes of
P(x) = 5x⁴ + px³ + qx² + rx + s
and
Let a, c and d be the zeroes of
Q(x) = x³ - 9x² + tx - 24
If a, c and d are in AP and
a, b, c and d are in HP,
Find the value of |(P(1)/Q(1))| | 330 |
| 6 | Let a,b,c,d be zeroes of p(x)=5x⁴+px³+qx²+rx+s and a,c,d be the zeroes of q(x)=x³-9x²+tx-24
If a,c,d are in AP and a,b,c,d are in HP
Find the value of | (p(1)/q(1)) | | 1 |
| 7 |  No text... | 356 |
| 8 |  No text... | 1 |
| 9 | A straight line through the vertex P of a triangle PQR intersects the side QR at the point S and circumcircle of triangle PQR at the point T.
If S is not the centre of the circumcircle,then
A) 1/PS + 1/ST < 2/√(QS×SR)
B) 1/PS + 1/ST > 2/√(QS×SR)
C) 1/PS + 1/ST <4/QR
D) 1/PS + 1/ST >4/QR | 382 |
| 10 | Problem from Veer Jain
*Edited due to typo errors*
If a, b and c are the positive roots of the eqn
x³ - 6x² + 3px - 2p = 0 ,
then find the value of
a/b + b/c + c/a + abc | 392 |
| 11 | If a,b,c are the positive roots of the eqn
x³-6x²+3px-2p then find the value of a/b + b/c + c/a + abc | 5 |
| 12 | a³/4b + b/8c² + (1+c)/2a ≥ x
a,b,c are positive and x is the minimum value of the expression
Find the value of 16x² | 391 |
| 13 | Question:-n^3pq - n is divisible by 3pq for which p and q are distinct primes, find smallest p+q | 467 |
| 14 |  No text... | 510 |
| 15 |  No text... | 508 |
| 16 |  No text... | 507 |
| 17 |  No text... | 493 |
| 18 |  No text... | 487 |
| 19 |  No text... | 484 |
| 20 |  No text... | 475 |
