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(a^(2)-2a)^(2)-23(a^(2)-2a)+120...

(a^(2)-2a)^(2)-23(a^(2)-2a)+120

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Solve (x^(2) - 2x)^(2) - 23 (x^(2) - 2x) + 120 = 0

If 2,b,c, 23 are in G.P then (b-c)^(2)+ (c-2)^(2) + (23-b)^(2) = …….

1.2^(2)+2.3^(2)+3.4^(2)+

The value of the determinant Delta=|{:(sin^(2)23^(@)" "sin^(2)67^(@)" "cos180^(@)),(-sin^(2)67^(@)" "-sin^(2)23^(@)" "-cos180^(@)),(cos180^(@)" "sin^(2)23^(@)" "sin^(2)67^(@)):}| is

Factorise x^(3)-23x^(2)+142x-120

Factorise x ^(3) - 23 x ^(2) + 142 x -120

Factorise x ^(3) - 23 x ^(2) + 142 x -120

Factorise x ^(3) - 23 x ^(2) + 142 x -120

Factorise x ^(3) - 23 x ^(2) + 142 x -120