#complex_numbers hasil pencarian

#complex_numbers اختراع يا كوتش


Real and imaginary parts aren't separate things in nature - they're two aspects of one phenomenon. #complex_numbers


encoding two-dimensional behavior phenomenon via complex numbers. encoding phenomenon which have two coupled properties via complex numbers. #complex_numbers


Negative numbers were once 'unreal'—you can't hold -3 apples, but they model debt or subzero temps. Complex numbers do the same for 2-dimensional behavior, predicting real measurements elegantly, even if we don't 'see' them. #complex_numbers


#Complex_Numbers lma Nta bDaytk l'mFrud nHa Sahla bS r5Ma oMal b2et l'Chapter :/ HtkrhNe x l'Math :@@


क्लास में #Complex_numbers डिस्कस कर रहा था, ये👇समी० मिला x^2+1=0 x^2=-1 x=(+/-)√(-1) (+/-)i (iota);i^2= -1 फिर एक स्टूडेंट ने प्रश्न किया👇 √(2)=√[(-2)(-1)] √(2)×√(1)×√(-1)×√(-1) √(2)×i×i √2×-1=-√2 ऐसा क्यों.? बताने जा रहा था कि वो बोला कुछ न कुछ #कीड़ा जरूर होगा।😉


@NthPowered_ and They said one doesn't have to deal with #Complex_Numbers after #Class_XII. :P


#COMPLEX_Numbers "is a project in the tradition of my three earlier text/image based books" ::::::::::::::::: http://tinyurl.com/yebtu24


The Imaginary numbers are a wonderful flight of God's spirit ; they are almost an amphibian between being and Non being. #Complex_Numbers #Complex_Variables #Complex_Functions #Imaginary_Numbers #Mathematical #physics #MMP


Squre root of -1 is e which is imaginary number. #Complex_Numbers

Rashtrakutas’ #Amoghavarsha not only gave us Kavirajamarga,but also patronized Maths. He had Mahaviracharya who wrote ‘ganita-sara-sangraha’, he was the first person to mention that no real square roots of negative numbers can exist. #KalyanaKarnataka history must be revisited



I just stumbled upon this video: youtube.com/watch?v=ALc8CB… and found its premise very strange. So I ask anybody who knows any physics that while complex numbers are not measurable, can anybody measure irrational numbers? #complex_numbers


SO post of the day: "reinterpreting array of doubles as array of std::complex<double>" #cpp #arrays #complex_numbers stackoverflow.com/questions/6959…


The Imaginary numbers are a wonderful flight of God's spirit ; they are almost an amphibian between being and Non being. #Complex_Numbers #Complex_Variables #Complex_Functions #Imaginary_Numbers #Mathematical #physics #MMP


Como provar a fórmula de Euler: $ e ^ {i \ varphi} = \ cos (\ varphi) + i \ sin (\ varphi) $? pt.switch-case.com/51122982 / #complex_numbers #complex_analysis #Switch_Case #pt #Matemática


क्लास में #Complex_numbers डिस्कस कर रहा था, ये👇समी० मिला x^2+1=0 x^2=-1 x=(+/-)√(-1) (+/-)i (iota);i^2= -1 फिर एक स्टूडेंट ने प्रश्न किया👇 √(2)=√[(-2)(-1)] √(2)×√(1)×√(-1)×√(-1) √(2)×i×i √2×-1=-√2 ऐसा क्यों.? बताने जा रहा था कि वो बोला कुछ न कुछ #कीड़ा जरूर होगा।😉


@NthPowered_ and They said one doesn't have to deal with #Complex_Numbers after #Class_XII. :P


#complex_numbers اختراع يا كوتش


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