A nice and clear solution. You just have to understand that the viewers of such channels must understand that a^2^2 is a^4 so there is no need to spend another line in the solution. (especially after you show that X^a^b = X^ab) For example, you could skip from the 1st line to the 3rd line. And so on. Besides of this good video. 👍♥️
Nice little proof ... but I think something is wrong here. 81^2 = 6561 25^2 = 625 14^2 = 196 6561 + 625 + 196 = 3691 sqrt(3691) ~ 60.75360072 NOT 151 Something has to give here
hands down 👏🏾this is one of the best math problems I’ve seen as a novice. My mental capacity is expanding.
A nice and clear solution.
You just have to understand that the viewers of such channels must understand that a^2^2 is a^4 so there is no need to spend another line in the solution. (especially after you show that X^a^b = X^ab)
For example, you could skip from the 1st line to the 3rd line. And so on.
Besides of this good video. 👍♥️
Пока идиоты расписывают дикие формулы возведения в 4-ю степень, читатели пять раз уже решили!
√((81²+25²+14⁴))/2)=√((6561+625+38416)/2)=√(45602/2)=√22801=151
Great work ! Thanks so much !
Very nice congratulations❤❤❤❤❤
nice - elegant solution!
√22801 = 151
@mathshunter - Thanks! That was driving me nuts!
a^4+b^4+(a+b)^4=2(a^2+ab+b^2)^2
9^2+9*5+5^2=151
Классно. Спасибо.
Fantastic
So nice
amazing
asnwer=/24 isit
asnwer=151 isit
You find the method I really can't work🎉
beautiful
Nice little proof ... but I think something is wrong here.
81^2 = 6561
25^2 = 625
14^2 = 196
6561 + 625 + 196 = 3691
sqrt(3691) ~ 60.75360072 NOT 151
Something has to give here
It is 14^4 , not 14^2
Cool !)
❤❤
แน่ใจนะว่าง่ายกว่าที่เราหาค่ายกกำลังในโจทย์ตอนแรกแล้วบวกกันเสรจค่อยมาถอดสแคว รูท
A cabron, tanta mamada si la solucion esta dada desde el principio, solo es cuestion de hacer las operaciones y punto.
Смени саундтрек
Lots of unrequited steps and rearranging.