This will include imaginary numbers (i) and it may become complex.Â
So, this is the best way I can explain you the answer :
yeah im pretty sure @KarmaHitsBackHarder gave the same explanation. thanks for the help!
u guys are so smart wtf
heres me thinking the nth term is hard
Why do I always pop up in everything-
Why do I always pop up in everything-
Ummm "bozo" ig
????
u guys are so smart wtf
heres me thinking the nth term is hard
Being smart is different from being in higher grade. We have already went through these lessons and exams so now we know it. You will also know it when you have it in your syllabus.Â
u guys are so smart wtf
heres me thinking the nth term is hard
Being smart is different from being in higher grade. We have already went through these lessons and exams so now we know it. You will also know it when you have it in your syllabus.
tbh that's valid there are a lot of misconceptions about when someone is smart
u guys are so smart wtf
heres me thinking the nth term is hard
Being smart is different from being in higher grade. We have already went through these lessons and exams so now we know it. You will also know it when you have it in your syllabus.
tbh that's valid there are a lot of misconceptions about when someone is smart
True. Like someone here called me "smart", lmfao😂😂
relatable
if only i could be smart
but at least i can pretend
if anyone has any formula/funcition/whatever then pls send it here
Okay so let's assume the whole expression to be equal to x
And as it is an infinite loop, we can write x=(6+x)^1/3, cubing both sides, we get x^3=6+x, transposing it to one side we have, x^3-x-6=0, now as it is a cubic equation we can easily find out +2 as one of its root, to find the other two we will divide x^3-x-6 by x-2, so the quadratic we are getting after solving this is x^2+2x+3, applying the quadratic formula we see that the other two roots are not going to be real, so the answer will be +2
I hope you can understand😅
whoaaa i dint even think about trying to solve it like that! i dont even know how to solve cubics so like i think for my level intended method to solve was just approximation lol