Equivalence relation?
Hey, I don't quite understand the part about transivity. How do you finally get uv × xt = uv × sy?
Hey, I don't quite understand the part about transivity. How do you finally get uv × xt = uv × sy?
Hello, my sister left her book at school and only now (when she was supposed to go to bed) remembered that she still has homework. Does anyone have the book at home and could upload page 36 here so she can finish it before school tomorrow morning at the latest?
How do I get the numerator over here to calculate f?
Does anyone have any idea because I don't know, I don't understand how you get the 2 values for a and e
It would be great if I could get help with the tasks… or websites that would help me solve these tasks correctly. Thank you!
Alpha: 90° because of Thales' theorem, and Epsilon: 34° because of the sum of the angles. Can someone help me with the rest?
In (**) stand die Gleichung xv * ut = uy * sv.
Da das alles ganze Zahlen sind und Multiplikation in den ganzen Zahlen kommutativ ist, kann man die Faktoren einfach umsortieren und erhält, wenn man will:
uv * xt = uv * sy.