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The Olympiad Problem That Stumped Thousands
a very nice Olympiad exponential problem।।@smartereverydayThe Olympiad Problem That Stumped Thousands#mathsThe Olympiad Problem That Stumped Thousands, contest problems, olympiad challenge, mathematics, brain teasers, math olympiad, critical thinking skills, brain games, olympiad problems, critical thinking, math, olympiad training, olympiad math, riddles for kids, olympiad riddles, riddles, olympiad success, bright side, problem solving, critical thinking games, elite math, mind games, olympiad puzzles, critical puzzles, problem solving techniques, olympic puzzlesruclips.net/video/YR5q4ZD0Oc4/видео.htmlsi=H3b3FtvQqzQOvvFE
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Видео
Inequalities and Exponential Problems Explained
Просмотров 64 часа назад
a very nice Olympiad exponential problem।।@smartereverydayInequalities and Exponential Problems Explained#mathsInequalities and Exponential Problems Explained, graphing inequalities, inequalities, algebra, exponential functions, inequalities practice, exponential growth, mathematics, linear inequalities, graph, inequality practice, exponential decay, inequalities math, growth decay, solving ine...
This Olympiad Problem Will Change How You Think About Math.
Просмотров 137 часов назад
a very nice Olympiad exponential problem।।@smartereverydayThis Olympiad Problem Will Change How You Think About Math.#mathsThis Olympiad Problem Will Change How You Think About Math., math insight, critical thinking, problem solving, math, critical thinking skills, mathematics, problem-solving techniques, creative problem-solving, logical reasoning, maths, math insights, creative thinking, prob...
How to Solve Exponential Olympiad Problems
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The Most Beautiful Solution to an Olympiad Problem
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The Olympiad Problem of Exponential Growth
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The Olympiad Problem Causing National Intrigue
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Exponential Growth: The Olympiad Problem You Didn't Know Existed
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Exponential Function Olympiad Problem Explained
Просмотров 66521 час назад
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The Most Beautiful Math Problem
Просмотров 44День назад
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The Olympiad Problem That Stumped Everyone
Просмотров 35День назад
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Exponential Growth: The Olympiad Problem You Never Knew
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The Most Incredible Olympiad Problem
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Exponential Growth Explained: The Olympiad Problem
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The Olympiad Problem That Stumped Mathematicians for 100 Years
Просмотров 32214 дней назад
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The Olympiad Problem That Stumped Mathematicians for Decades
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The Olympiad Problem That Stumped Mathematicians for Decades
The Insanely Difficult Math Problem From The Olympics
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The Insane Math Behind Olympiad Exponential Growth
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The Insane Math Behind Olympiad Exponential Growth
A better presentation of the final answer would be 9.90 ×10^9, as is practiced in scientific literature.
Better way to solve this problem is by taking ten raised the power four as common
Nice
You can make it more easier
ဘာေတြလဲကြာ ငါကခ်ဲဂဏန္းေပးတာမွတ်လျဒ့ကြည်တေတာလီးပဲ
Hi❤❤❤❤❤❤❤❤❤❤
Easy method take out 10⁵ common out, it becomes 10⁵ (3⁵-2⁵) = 100000 (243-32) = 21100000
Nice
_1210
1/2
nice sir gggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggg
hi
Sir es math ko aap kaha estemal karoge warg 3 se jeyadahb
2^10 = 32 square = 1024 2^20 = (1000+24) square = 1000000+48000+576 = 1048576 Ans = 1047552
2
K=2
98, hi sahi hai😅
Find some harder questions mann!!!
Why do you solve the posed problem in a complicated manner? This problem can be solved very easily using the theory of indices as 2^(1+2x)=2^4 Therefore, equating the exponents of 2 on LHS and RHS, We get x=3/2 It is that simple!
Nice you are right 👍
4^x=8 2^2x=2^3 2x=3 X=3/2
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Super study
Thank you
Good prosess
Why not k = -6, You should consider + - both
Because it is not in अंडररूट
X=2
Right
@Surajprajapati390 Honestly speaking I did it mentally.
Sir 🙏🙏🙏🙏
(3y)³ =216 27y³ = 216 y³ =216/27 y³ =8 y = ³√8 y = 2
Nice
(3y)^3 = 216. 27 y^3=216. Now , divide both sides by 27,to get y^3 =8. Therefore, y= 2. This is a real solution only., Since the given equation is a cubic one, two more solutions will be available after several steps on (3y)^3 - 216 = 0.
Nice
Take logarithm: xlog(16)]=8log(x) [log(x)]/x=[log(16)]/8 =[log(4)]/4 --> x=4 =[log(2)]/2 --> x=2 Therefore x={2,4}
Nice 👍
keep it sir
Thank you
Solve karne par x ki value 3 hogi
Nice 👍
X=5. Y=4
Right
Please contact me. I will tell you the short process.
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Bap re baap. Very long process. Please find square plus square then you will get very short and easy solution.
Solve karne par x ka value 5 hoga
Right
You have to learn first
Ok thank you sir
Totally foolish method
Lge rho bhai success jrur milegi
Excellent 🎉genius ✅
Thanks dost
Excellent 🎉bhai ❣
Kyuki आगे बढ़ना है तो sacrifice karna padega
एक laptop लो dost EMI pe agar paise na ho तो Aur OBS studio se पढ़ाओ ok go ahead
OBC studio kya hai
@@Surajprajapati390 OBS Bhai OBC नही OBC is a cast and OBS is an application
@@Surajprajapati390 where you can teach perfectly as you want
@@Surajprajapati390 but laptop is must
Ok
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Wonderful
Thanks parul
Nice 👍👍🎉🎉
🎉🎉
Helpful
Nice.
Amazing🎉
Well explained