1) ABCD is a square; E is a point on AC such that AE = EB; the line through E perpendicular to AC cuts BC, DC at F, G. Prove that ∠FAG = 45.
2) In △ABC, ∠C is a right angle; ABPQ is a square outside △ABC; PN is the perpendicular from P to AC. Prove that PN = CA + CB.
It's better if someone can draw diagrams and give detail explanation. THX A LOT !!!
更新1:
Sorry!!!!!! AE=AB
更新2:
Hey!!! Please answer (1)!!!!!! (AE=AB)