Germany | A Nice Olympaids Trick | No Calculator Allowed 📵

Germany | A Nice Olympaids Trick | No Calculator Allowed 📵 #maths #algebra #matholympiad

[@andregirard9186]

It is not 1 which is power 9 power 9 It is 3 power 4 power 2 power 1 And 3 power 4 power 2 power 1 is equal to 3 power 4 power 2

[@erickstaal3243]

power 2 cancels against the root (power 1/2). Thus what remains to be solved is 3 power 4.

[@Learncreativity122]

Ap equation kasa type krta a ya kon si app use krta a

[@manishmishra3659]

Samajh nee aaya...bhaya..

[@saqarislam6350]

You just killed it , so stupid could be done in one minute

[@Ashwinmathsclasses]

Very nice😢😢😢😢😢😢

[@manishmishra3659]

Ye hai...que

[@erickstaal3243]

The root of 3 to the power of 4 to the power of 2 is 3 to the power of 4. Therefore the solution is 81. Not 3 to the power of 8.

[@marekzalinski390]

It is NOT 3 to the power of 4 to the power of 2, meaning (3⁴)². IT IS 3 to the power of 4². So 4² = 16, and sqr of 3¹⁶ = 3⁸. QED.

[@erickstaal3243]

@@marekzalinski390 Disagree, the power of 2 cancels against the root (exponent 1/2), therefore the answer is 3⁴ = 81 QED.

[@jaggisaram4914]

6561 = 3^8

[@JohnDoe-ok5wo]

It looks to be 3 to the 8th. But I'll watch.

[@jessewolf7649]

Yes, it’s almost immediate.

[@syedmdabid7191]

Hoc est 3 ^8 dicitur, spondeo. 😅😅😅

[@sharifahmedbarbhuiya4959]

Several silly mistakes

[@MolDo57]

81

[@chinnu8038]

6561

[@TarunRoy-j3z]

A total nonsense. .you will forget math ..one line solution.

[@thanhtannguyen]

Dài dòng

[@Bogdmih]

Це неправильне рішення, оскільки воно грунтується на хибному припущенні, що 3^1^х=3. Насправді ж 3^1^х= (3^1)^х=3^х. Тому розв'язком буде число а=(((3^4)^2)^9)^4.5.

[@vladimirukrainian2268]

Lold. I always said Indian are doing such things. X^Y^Z not equal X^Z^Y

[@vladimirukrainian2268]

Sage and hide this stupid things

[@dwiyantowibisana4928]

V3¹⁶ = 3⁸