India | Trending Math Olympiad Question.

India Math Olympiad question.
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[@danielfranca1939]

Nice and wonderful work sir.

[@archismanpaul4946]

Yah very interesting

[@danielfranca1939]

Thanks!

[@kasulebriankalule2129]

Impressive

[@user-yo7vy4mw2q]

First comment sir OP
FROM INDIA

[@NaveenKushwaha-sk1ki]

I am Indian
Brilliant explain❤❤
Do you know JEE mains and JEE advanced
And IIT

[@archismanpaul4946]

30 and 10^(-4)

[@WorldwideBibleClass-qr9jk]

At least you tried here..😂😅😂😅

[@miracool131]

What do you mean bro?

[@archismanpaul4946]

e^(log 3 + 1) or e^(-4)

[@BruceLee-io9by]

Good work, Sir. ❤

[@RyanLewis-Johnson-wq6xs]

(x/3)^(3+Log[10,x]=3*10^4 x=30 x=0.0001=1/10000 final answer

[@SidneiMV]

(logx + 3)log(x/3) = 4 + log3
(logx + 3)(logx - log3) = 4 + log3
logx = u => x = 10ᵘ
(u + 3)(u - log3) - (4 + log3) = 0
u² + (3 - log3)u - 4(1 + log3) = 0
u = { log3 - 3 ± √[(3 - log3)² + 16(1 + log3)] }/2
u = { log3 - 3 ± √[(log3)² + 10log3 + 25] }/2
u = [log3 - 3 ± (log3 + 5)]/2
u = log3 + 1 = log30 ∨ u = -4
x = 10ᵘ
*x = 30 ∨ x = 10⁻⁴*