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0:03:13
Cooling Down | A Polynomial Composition Problem
0:05:04
Work Out | A Single Variable Complex Polynomial Equation
0:03:32
Warming Up | Convert This Into Cauchy Equation
0:04:27
Training | A Quartic Functional Equation
0:03:58
Stretching | A Functional Equation With 3 Variables
0:02:26
Functional Equation Involve Cubic Root Of Cubic Sum | Relaxing Math Exercise
0:03:17
A Functional Equation With One Variable | Math Competition Exercise | f(x^3) = f(x) + ln x
0:03:13
Solving A Functional Equation| How To Use Cauchy Theorem Properly | f(x+y)=f(2x)/2+f(2y)/2
0:02:25
Fully Recovered | A Quadratic Functional Equation | Math Olympiad Exercise
0:02:21
Brain Recovery | Easy To Follow | Solving f(xy)=f(x)+f(y)
0:02:57
No Need To Lose Brain Cells| Easiest Method | f(xy)=yf(x)+xf(y)
0:06:05
Again, Lets Lose Some Brain Cells| Given Continuous Property Only | Direct Method | f(xy)=f(x)f(y)
0:05:10
Lets Lose Some Brain Cells | Given Continuous Property Only, Not Differentiable | f(x+y)=f(x)f(y)
0:00:57
Is This Real?
0:04:07
Solving A Functional Equation In Two Ways
0:00:53
Odd Even Parity in Indonesia Mathematical Olympiad
0:01:00
Classical Odd Even Parity
0:00:49
Tricky Integral by substituting division rule of derivative
0:04:13
EASY! Possible To Be Done In 1 Minute
0:05:04
A Septic Floor Equation
0:03:18
Like A Girlfriend, A Bit Complicated But Beautiful Inside(maybe)
0:04:10
Solve This Less Than A Minute
0:04:31
Similar To Quadratic Floor Equation
0:02:51
A Floor Equation From Kiev Mathematical Olympiad | You Should Be Able To Solve This
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