How do you calculate the following complex numbers?
z^2 – 6z + 11 = 0 not sure if -6 or +6
and i^-1
So I solved the first one with the midnight formula, I don't know if it's correct
z^2 – 6z + 11 = 0 not sure if -6 or +6
and i^-1
So I solved the first one with the midnight formula, I don't know if it's correct
123 there are 3! possibilities, ie 6 However 123 => to 123 does that make sense?
Hey everyone! I'm writing a math test soon, and we've been given some problems to study. Unfortunately, the terminology used is very different from what we use in class. What does "largest/smallest function value" mean in this problem? And what exactly do I have to calculate? Thanks for any answer 🙂
Can someone please explain the topic of goniometry to me clearly so that I can understand it afterwards. 🙂 Thank you very much
Had an approach error but no one knew the right one in D class
This number here
Here's the thing: My brother forgot his mobile PIN. He knows that it starts at the bottom left and ends at the top right -> see picture Then he continued, but he forgot this part: How many possibilities are there if all 4 points/3 points are used.
See TungstenAlpha
solve z^2 + 6z + 11 = 0 – Wolfram|Alpha (wolframalpha.com)
So:
or?
so the break with i extended…
to the other one: do the rehearsal… you’re gonna be two times that the right thing comes out…