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Fully solved Olympiad Mathematics 👇👇@Mamtamaam 

Mamta maam
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Maths Olympaid are held all around the world to recognise students who excel in maths.
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Опубликовано:

 

22 сен 2024

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Комментарии : 16   
@arvindkulkarni6580
@arvindkulkarni6580 3 дня назад
Nice video
@KeshavKulkarni-x1w
@KeshavKulkarni-x1w 3 дня назад
Very well explained
@manojchaugule794
@manojchaugule794 3 дня назад
very well
@dakuridurgaprasad7318
@dakuridurgaprasad7318 3 дня назад
Long but lovely following easy explanation 👍🌹
@aruntiwari5714
@aruntiwari5714 3 дня назад
Very well explained maam
@Maheshkumar-cw6un
@Maheshkumar-cw6un 3 дня назад
good
@satyadev3848
@satyadev3848 3 дня назад
too good
@harshpathak2359
@harshpathak2359 2 дня назад
Perfect method
@NithyaGhumare
@NithyaGhumare 3 дня назад
❤❤❤❤❤
@harikishan1900
@harikishan1900 3 дня назад
😅😅😅😅
@weetabixharry
@weetabixharry День назад
1:25 I must admit, I don't know anyone who would memorize this formula. I would start by writing 1 = exp(i2πn) for any integer n. So, the cube roots are exp(i2πn/3). Draw a quick sketch, and we immediately see 3 solutions: 1, exp(i2π/3) and exp(i4π/3). I would even argue that this exponential form is more elegant and convenient than the rectangular form provided.
@wiwaxiasilver827
@wiwaxiasilver827 День назад
Indeed, a fellow cube root of unity lover lol
@weetabixharry
@weetabixharry День назад
A really nice and clear explanation. One very minor point: at 5:35, y2 and y3 are not imaginary, they are complex.
@user-bt6dw8de3z
@user-bt6dw8de3z День назад
Imaginary and complex are the same thing, but complex is a better term to use yes
@weetabixharry
@weetabixharry День назад
@@user-bt6dw8de3z No, they are not the same thing. Complex numbers are not real numbers and they are not imaginary numbers. Complex numbers are comprised of both real and imaginary components. Real numbers and imaginary numbers are subsets of complex numbers, but they are certainly not the same thing.
@user-bt6dw8de3z
@user-bt6dw8de3z День назад
@@weetabixharry Oh, I’ve been taught to treat them as the same thing just expressed differently. Thank you for enlightening me 😄
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