Recent content by Null_Pointer

So i have the points A=(1,0,1) and B=(1,-1,0) and the third corner lies on the line L:(x,y,z) = (t,t,t) and i need to find a triangle with the minimum area possible. My initial approach was to calculate the vector BA and BC and then apply both vectors in the area triangle formula...

i just have one question, is 'n' in this case the remainder from the euclidean formula ?

how should i think when trying to prove this problem ?

Homework Equations I was just wondering, how do you guys get the argument value from a complex number without using any calculator, i know that some solutions may be impossible to get without a calculator but just finding some of the easier angles. The Attempt at a Solution...