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#Educational Updates #📖ఎడ్యుకేషన్✍ #💼TSPSC/ APPSC ప్రత్యేకం #🎓జాబ్ ప్రిపరేషన్📚 #🏆పోటీ పరీక్షల స్పెషల్
Educational Updates - Unity Cube Roots of (w) e'2i/3  ய= Roots of x3 _ 1 = 0 +i 2 2 -1+ 0 ५ + ५२ - =1 3 4 W = 62 3 W2 = ei 43/3 High Yield Factorization Identities 02 _ ಯb + 62 = (@ _ bu) (@ _ bu2) a3 +b3 = (a +b)(a + bw)(a + bu?) 03 _ 63 = (0-6) (0 - bu) (0 bu2) మ +53 + c3 _ 3abc @3 (a +b+c)(a + bw + c62) (a + b62+ cw)l Converts polynomials into complex arithmetic | Roots of Unity & Regular Polygons nth ei4T/1 e21/1 ' 2kTr  2KT' T" =1=Tk = COS +isin 1 k=o,1,.,n - 1 21/1 127  Series Sum Property: 1+@+@2+...+@"~1 = 0 07-1 07~1 %i2(n~1)ஈ/m 18T/1 Unity Cube Roots of (w) e'2i/3  ய= Roots of x3 _ 1 = 0 +i 2 2 -1+ 0 ५ + ५२ - =1 3 4 W = 62 3 W2 = ei 43/3 High Yield Factorization Identities 02 _ ಯb + 62 = (@ _ bu) (@ _ bu2) a3 +b3 = (a +b)(a + bw)(a + bu?) 03 _ 63 = (0-6) (0 - bu) (0 bu2) మ +53 + c3 _ 3abc @3 (a +b+c)(a + bw + c62) (a + b62+ cw)l Converts polynomials into complex arithmetic | Roots of Unity & Regular Polygons nth ei4T/1 e21/1 ' 2kTr  2KT' T" =1=Tk = COS +isin 1 k=o,1,.,n - 1 21/1 127  Series Sum Property: 1+@+@2+...+@"~1 = 0 07-1 07~1 %i2(n~1)ஈ/m 18T/1 - ShareChat