The square ABCD and aefg common point a point Ge rotates aefg on ADAB, whether DF and BF are equal or not, it is incorrect to give a counter example Point G is on ad, point E is on AB, connect DF and BF, rotate square aefg around point a, whether DF and BF are still equal, incorrect, give a counterexample

The square ABCD and aefg common point a point Ge rotates aefg on ADAB, whether DF and BF are equal or not, it is incorrect to give a counter example Point G is on ad, point E is on AB, connect DF and BF, rotate square aefg around point a, whether DF and BF are still equal, incorrect, give a counterexample

incorrect
Suppose the square ABCD side length is a, aefg side length is B, and a > B
When turning 45 degrees, f falls on AB, BF = a - √ 2B, DF = √ (a ^ 2 + 2B ^ 2), not identical

Elden Ring Premiere

RELATED INFORMATIONS