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Mr Professor Morat AMARA Tips and tricks to quickly and easi


02:06
Solving: (𝒙^𝟐)+𝟏=(πŸ‘^π’™βˆ’πŸ)+𝟐
01:32
Solving: 𝒙^(π’™βˆ’πŸ)=𝒙^(πŸβˆ’π’™)
02:11
Solving: 𝒙^(𝝅 πœπ¨π¬β‘π’™) =(𝝅/πŸ’)^πŸ’π’™ 𝐬𝐒𝐧⁑𝒙
02:00
solving: 𝟐^𝒙!=𝒙^πŸ‘π’™
02:22
solving: 𝒙^βˆšπ’™=𝟏/πŸπŸ”^𝒙
02:40
solving: 𝒙^√𝟏𝟐=πŸ‘^𝒙
02:33
solving: (𝟐^𝒙)βˆ’(√𝟐^𝒙+πŸ’)+πŸ’=𝟎).
01:29
solving 𝒆^(π’™βˆ’πŸ“)=πŸ“^(π’™βˆ’π’†).
02:21
Everyone should know how to solve this!
01:43
Everyone should know how to solve this!
01:52
Everyone should know this simplification trick.
02:15
SOLVE FOR 𝒙 integer: 𝒙^𝒙=(βˆšπŸ‘)^𝒙+πŸ‘
02:52
SOLVE FOR 𝒙 real: SQRT(1-x)=1-x^2
02:18
SOLVE FOR 𝒙? 𝒙^𝒙^π’Š = 27i
02:11
How to solve?: (πŸ–Γ—πŸ^(βˆ’πŸ+πŸ’ (π’”π’Šπ’)^πŸβ‘π’™ ))+(𝟐^(𝟐+πŸ’ (𝒄𝒐𝒔)^πŸβ‘π’™ ))=πŸ‘πŸ
02:02
How to solve: ∫(βˆ’1)^π‘₯ 𝑑π‘₯. in less than 1 minute.
03:09
SOLVE FOR 𝒙 & π’š?: π’šβˆ’π’šπ’™βˆ’π’™=πŸ’
01:54
SOLVE FOR 𝒙? 2^x^2=x^2^2
02:28
SOLVE FOR (𝒔,𝒙,π’š,𝒛)=? 𝒔!=𝒙!+π’š!+𝒛!
02:53
HOW TO SOLVE FOR 𝒙 ? x!=x^4-4x^3-x
02:31
A "WELCOME INTEGRAL" FOR THE NEW YEAR 2023 THAT GIVES A SURPRISING RESULT !!!
05:09
ALL SOLUTIONS OF: 𝒂^𝒙 +𝒃^π’š=𝒄 with 𝒂≠𝒃 at the end of the video
02:47
ALL SOLUTIONS OF: x^100=x^200
02:15
Solve for x & y: βˆšπ’™βˆ’βˆšπ’š=𝟐√(πŸβˆ’βˆšπŸ‘)
02:18
How to solve?: (πŸπŸ”^cos²⁑π‘₯ )+(πŸπŸ”^sin²⁑π‘₯) =𝟏𝟎. in less than 1 minute.
01:39
How to solve?: (πŸ’^𝒙)βˆ™π’†^(𝒙^𝟐 )=πŸπŸ”. in less than 1 minute.
01:42
All solutions of: x^x^2=1/x. in less than 1 minute.
01:46
SIMPLIFY! in less than 1 minute.
01:37
HOW TO CALCULATE THIS VALUE in less than 1 minute.
02:00
How to solve: 3^6^9^x=6^3^9^x. in less than 1 minute.
02:11
ALL SOLUTIONS OF: 𝒙^𝒙^π’Š = -4. in less than 1 minute.
01:37
Solve for 𝒙 real? 𝒙^(2𝒙^πŸ‘ )=9. in less than 1 minute.
01:36
"i" DERIVATIVE . In less than 1 minute!
02:00
HALF-DERIVATIVE of a trigonometric function. In less than 1 minute!
02:23
HALF-DERIVATIVE of an hyperbolic function. In less than 1 minute!
01:43
HALF-DERIVATIVE of an exponential function. In less than 1 minute!
01:57
WHAT IS « HALF-DERIVATIVE » ? In less than 1 minute.
01:39
WHAT DO NEGATIVE DERIVATIVES REPRESENT for: 𝐟(𝒙)=𝒂 𝒙^π’Ž ? In less than 1 minute.
01:33
Solve for 𝒙 real? 𝒙^(𝒙^πŸ‘ )=πŸ‘πŸ”. in less than 1 minute.
01:47
ALL VALUES OF THIS ENDLESS DERIVATIVE!! in less than 1 minute.
01:42
WHAT IS THE DERIVATIVE OF: 𝒀=𝒙^(𝐜𝐨𝐬^πŸβ‘π’™).? in less than 1 minute.
02:12
Solving an ENDLESS INTEGRAL!! in less than 1 minute.
02:35
Simplify: 1+x^2/(x+x^4/(x^2+x^6/.......
01:36
Find the value of: πŸ‘^(𝟐(𝒙^πŸ‘)+𝟏)=𝒂?. In less than 1 minute!
02:30
All solutions of: π’š^𝒙=𝒙^π’š
01:46
Solve for 𝒙: (πŸπŸ•^π’™βˆ’πŸ‘^𝒙)/(πŸ—^𝒙+πŸ‘^𝒙 )=πŸπŸ’πŸ. In less than 1 minute.
01:39
How to solve this?: βˆ«βŒŠπ’™βŒ‹βŒˆπ’™βŒ‰π’…π’™. In less than 1 minute.
02:37
INFINITE SUM. FURTHER CONVINCING PROOF THAT: 𝟏+𝟐+πŸ‘+πŸ’+πŸ“+πŸ”+πŸ•+πŸ–+β‹―β‹―βˆž=-1/8
06:10
INFINITE SUM. Generalization of : 𝒂^𝟎+𝒂^𝟏+𝒂^𝟐+𝒂^πŸ‘+𝒂^πŸ’+𝒂^πŸ“+𝒂^πŸ”+𝒂^πŸ•+𝒂^πŸ–+β‹―β‹―βˆž=-1/(𝒂-1).
01:26
INFINITE SUM. PROOF THAT: 𝟏+πŸ—+πŸ—^𝟐+πŸ—^πŸ‘+πŸ—^πŸ’+πŸ—^πŸ“+β‹―β‹―βˆž=-1/8.
01:30
INFINITE SUM. PROOF THAT: 1+5+5^2+5^3+β‹―β‹―β‹―βˆž=-1/4.
01:35
INFINITE SUM. PROOF THAT: 1+4+4^2+4^3+β‹―β‹―β‹―βˆž=-1/3.
01:25
INFINITE SUM. PROOF THAT: 1+3+3^2+3^3++β‹―β‹―β‹―βˆž=-1/2.
01:24
INFINITE SUM. PROOF THAT: 𝟏+𝟐+𝟐^𝟐+𝟐^πŸ‘+𝟐^πŸ’+𝟐^πŸ“+𝟐^πŸ”+β‹―β‹―β‹―βˆž=-1.
01:43
solving ∫(𝟏/(𝟏+𝒙^𝟐 ) )𝒅𝒙 Using complex variables. In less than 1 minute.
03:46
Other proofs that 1+2+3+...∞ is equal to -1/8
01:47
THE CORRECT VALUE FOR:1+2+3+...∞. In less than 1minute.
01:40
All solution of:π₯𝐧⁑(βˆ’π’™)=βˆ’π₯𝐧⁑(𝒙). In less than 1minute.
01:38
Integral of: βˆ«π’Š^𝒙 𝒅𝒙. In less than 1minute.
01:44
Derivative of y=x^x^x^x^x^...?. In less than 1minute.