Math Olympiad fractional Simplification Tricks

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In this Math Olympiad Algebra Problem, you'll learn tips and tricks of solving International Math Olympiad exams quickly. #IMO #matholympiad #algebra #radicalequations #simplify #exponential

[@afrika-karibianaestudionan4050]

Greetings from Curaçao, an Island Nation in The Caribbean.

[@superacademy247]

Welcome!

[@yuusufliibaan1380]

❤❤❤ thanks 💯💯💯

[@scottbilger9294]

The definition of "simplify" is ambiguous in this case.

[@superacademy247]

That's why I represented two forms of solutions at the end

[@charlesbacany3186]

that's what we call drowning in a glass of water

[@superacademy247]

😂😂😂

[@user-wk9tu7rt2t]

1/ 2^(3/8)

[@lioneldarles2537]

Apparemment on peut encore simplifier car 1/2= 2^(-1), donc 2^(5/8)/2= 2^(5/8)*2^(-1) = 2^((5/8)-1) = 2^(-3/8).

[@afrika-karibianaestudionan4050]

"Apparently we can further simplify because 1/2= 2^(-1), therefore 2^(5/8)/2= 2^(5/8)*2^(-1) = 2^((5/8 )-1) = 2^(-3/8)."

[@user-wk9tu7rt2t]

1/ 2^(3/8)

[@keinKlarname]

You have done virtually the same video with 9 instead of 8. Will other numbers follow?

[@superacademy247]

Yes. To equip Olympiads with skills they need to excel in tests

[@ruchenbarua8334]

The Steps are just too many 1/8^1/8= 0.125^0.125 =0.7711… Answer , which can be understood, by many !

[@carlossantosalmeida6396]

OK, IT WOULD BE EVERYTHING TOO SIMPLE, BUT IF WE IMAGINE IT WERE (1/X)^(1/X)?

[@nagarajahshiremagalore226]

In the name of simplification , demonstrated complication.

[@superacademy247]

It's demonstration of authority on the subject!

[@alevkayahan3526]

A time consuming question.

[@mirzokobiltursunov2690]

Тебе надо начальных классов учить 😂

[@superacademy247]

Thanks for your support

[@afrika-karibianaestudionan4050]

"You need to teach primary school"

[@daddykhalil909]

3:07 your method of explanation is very elongated and complicated and boring You keep repeating the same obvious information which is very well known to all BORING Also the breathtaking result to which you unprecedentedly reached is meaningless

[@keinKlarname]

@@ichdu6710 The Math-level in Germany is very low.