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Six Identical Coins Are Arranged In A Row. The Number Of Ways In Which The Number Of Tails Is Equal To The Number Of Heads Is
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Four Dice (six Fixed) Are Rolled. The Number Of Possible Outcomes In Which At Least One Die Shows 2 Is
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How Many Numbers Lying Between 999 And 10000 Can Be Formed With The Help Of The Digit
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In How Many Ways 3 Letters Can Be Posted In 4 Letter-boxes, If
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The Value Of C For Which | Alpha^2 - Beta^2 | = 7/4, Where Alpha And Beta Are The Roots Of
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The Value Of M For Which The Equation
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The Value Of K For Which The Quadratic Equation, Kx^2 + 1 = Kx + 3x - 11x^2 Has Real And Equal Roots Are
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If The Roots Of 4x^2 + 5k = (5k +1)x Differ By Unity, Then The Negative Value Of K Is
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If The Roots Of The Equation X^2 - 5x + 16 = 0 Are Alpha, Beta And The Roots Of Equation
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If The Roots Of The Quadratic Equation X-m/mx+1 = X+n/ Nx +1 Are Reciprocal To Each Other, Then
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If The Roots Of Equation X^2 + A^2 = 8x + 6a Are Real, Then
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If Ax^2 + Bx + C = 0, Then X =
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The Roots Of The Equation
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If The Roots Of The Equations X^2 - Bx + C = 0 And X^2 - Cx + B Differ By The Same Quantity, Then B + C Is Equal To
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The Suk Of The Fourth Powers Of The Roots Of The Equation
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If 3 Is A Root Of X^2 + Kx - 24 = 0, It Is Also A Root Of
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The Equation Formed By Decreasing Each Root Of
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If A And B Are The Odd Integers, Then The Roots Of The Equation
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The Condition That X^3 - Px^2 + Qx - R = 0 May Have Two Of Its Roots Equal To Each Other But Opposite In Sign Is
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If Ax^2 + Bx + C = 0 And 2x^2 + 3x + 4 = 0 Have A Common Root Where A,b,c,epsilon N ( Set Of Natural Numbers), The Least Value Of A +b + C Is
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