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Great job 👍 sir you are very talented and hardworking thanks for vedios
Well done sir g 👍👍👍👍
Nice sir ❤
Great sir❤🎉
Nice way of teaching ❤️
Your teaching mathod is very nice❤❤❤❤
Very easy way to teach ❤
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x = 1did this with little calculations
Let y = 2ˣ . For x ∈ ℝ , y ∈ ℝ and y > 0 .y³ + y² = 12y*y*(y + 1) = 2*2*(2 + 1)y = 2 -- factor out (y - 2)y³ + y² - 12 = (y - 2)*(y² + 3*y + 6) = 0y = 2, (-3 ± i*√15)/2 { Discard y ∉ ℝ , y ≤ 0 }2ˣ = 2x = 12ˣ = (-3 ± i*√15)/2 = r*e^(i*θ)r = √6 , θ = ±arccos(-√6/4) + 2*π*k , k ∈ ℤx = ln(6)/ln(2)/2 + i*(2*π*k ± arccos(-√6/4))/ln(2)
Great job 👍 sir you are very talented and hardworking thanks for vedios
Well done sir g 👍👍👍👍
Nice sir ❤
Great sir❤🎉
Nice way of teaching ❤️
Your teaching mathod is very nice❤❤❤❤
Very easy way to teach ❤
Your writing was awesome 😎👍🏻
x = 1
did this with little calculations
Let y = 2ˣ . For x ∈ ℝ , y ∈ ℝ and y > 0 .
y³ + y² = 12
y*y*(y + 1) = 2*2*(2 + 1)
y = 2 -- factor out (y - 2)
y³ + y² - 12 = (y - 2)*(y² + 3*y + 6) = 0
y = 2, (-3 ± i*√15)/2 { Discard y ∉ ℝ , y ≤ 0 }
2ˣ = 2
x = 1
2ˣ = (-3 ± i*√15)/2 = r*e^(i*θ)
r = √6 , θ = ±arccos(-√6/4) + 2*π*k , k ∈ ℤ
x = ln(6)/ln(2)/2 + i*(2*π*k ± arccos(-√6/4))/ln(2)