(√(c-5)2 + (c2-2))= 23
(c−5)2+(c2−2)=23\sqrt{(c-5)^2+(c^2-2)}=23(c−5)2+(c2−2)=23
(c−5)2+(c2−2)=232(c-5)^2+(c^2-2)=23^2(c−5)2+(c2−2)=232
2c2−10c−506=02c^2-10c-506=02c2−10c−506=0
c2−5c−253=0c^2-5c-253=0c2−5c−253=0
c1=5+10372c_1=\frac{5+\sqrt{1037}}{2}c1=25+1037
c2=5−10372c_2=\frac{5-\sqrt{1037}}{2}c2=25−1037
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