GSPk: Fd "c apmdtoThe resulting shapes are congruent. The sum of the squares of the sides equals the square on the hypotenuse.tY1. Shear the squares on the legs by dragging point P, then point Q, to the line. Shearing does not affect a polygon's area.tAMCCtBMCHCt90D. Bennett 10.9.90t9% Pythagorean Theoremt33"V2. Shear the square on the hypotenuse by dragging point R to fill the right angle.t9&(Based on Euclid's Proof) t R aMCHCMCCk?.tέ1MCHC\BF%5?F%5?tZ`f2MCC\BF%5?F%5?t'P k1CHChCHC?. t؎'T(/m1CChCC?. t-2O @ CCHC t'>Sn1CHChCHC?. tg DCC t2@NfbMCHCCHC>4?. t2VNqcCHCMCC$I?.tkf0+,/OY3MCHCBF%5?F%5?tf+4CHCBF%5?F%5?tUU ECHC t'VerMCCMCyC?.tؙ'sCHCCC?.t/'t1CBChCB?.t؎'noCuCyC@CC?.t]!=cca 5MCCBF%5?F%5?tX8P<6CHCBF%5?F%5?tN,' X1CyChCC? .t,2'