ahmad
Region: ID
Saturday 13 June 2026 08:29:52 GMT
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🌜🌛 :
=(2027-2025)(2027+2025) =2(2000+2000+52) =2×4052 =8104
2026-06-15 07:45:20
187
Іванко. :
lol just (2027-2025)(2027+2025)🤔
2026-06-14 06:58:33
91
djsdj :
Bro why Ramanujan finding easiest way in this type math videos 🧐
2026-06-26 04:31:27
4
kwasong :
(a²-b²)=(a+b)(a-b)
2026-06-20 12:28:49
2
Trippy :
another cool thing to calculate with squares is to see them as 1+3+5...
2026-06-16 11:34:47
1
🤑 :
Me: a^2-b^2 so (2027-2025)(2027+2025)
2026-06-16 05:49:50
1
Astena Nox :
2*4052=8104
2026-06-16 01:14:48
1
kaworu :
8104 trust me im vietnamese
2026-06-28 12:57:18
2
Slinkシ︎ :
4(2026)(1)=8104 (or) (4052)(2)=8104
2026-06-28 12:01:37
1
nguyenthanhtung0989 :
(a-b)* (a+b)
2026-06-29 18:05:18
1
Ｂｅｒｎｋａｓｔｅｌ :
X = 2025 (X+2)² - X² X² + 4 X + 4 - X² = 4 X + 4 = 4.(2025) + 4 = 8104
2026-06-17 03:54:23
2
nhatnguyen50725 :
2025*2+2027*2 = 8104 on the remain of 2 rectangle
2026-06-24 01:23:39
1
Іван[🏳️🌈🏳️⚧️☪️🗡️]☦️🇺🇦 :
Newton:
2026-06-19 16:36:46
2
DHS :
a2 -b2 = (a+b).(a-b)
2026-07-02 22:21:02
1
L’élève de Gauss :
Gauss did not do ts 🙏🙏
2026-06-15 23:23:25
7
Biblioteca do Concurseiro :
Ramanujan só ia dormir e acordar com a resposta, tem essa não
2026-06-18 13:37:58
2
Hong_Minh_YQ :
tq nó dạy học theo tư duy ong Raman
2026-06-16 06:08:54
4
Trippy :
I always use the binomial formula to do mental calculations, 2027²= (2025+2)²=2025²+8100+4 this mean 2025²-2500²+8100+4=8104
2026-06-16 11:25:25
1
Pak.Muslih12 :
jenius
2026-06-13 10:22:53
4
LuMaiRi Shop :
= 2027^2 - (2027-2)^2 = 4x2027-4 =4x2026= 8104
2026-06-15 15:05:41
3
BRYYYY?!?! :
Difference of squares, the right tight way
2026-06-21 12:09:26
1
ถ่านไฟฉายตราเขียด :
gauss the best 🥰
2026-06-18 06:48:55
2
GAMBARU :
Muchos solo memorizan fórmulas, pero los genios son asi
2026-06-15 02:33:08
3
tony.b :
Ho difficoltà a comprendere cosa ci sia di geniale nella sel "calcolo" in basso. È la semplice soluzione geometrica (non analitica) del concetto di quadrato di un numero. Chi me lo spiega?
2026-06-15 06:16:56
2
pocketviktor :
2026^2 =2025^2 +2025+2026. 2027^2=2026^2 +2026+2027. So 2027^2 - 2025^2 =2025+2026+2026+2027
2026-06-15 07:30:37
3
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