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5 Years Ago

If A + B + C = 0, Then The Roots Of The Equation

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If The Roots Of The Equation (p^2 + Q^2)x^2 - 2q( P + R)x + (q^2 + R^2) = 0 Be Real And Equal, Then P,q,r Will Be

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If The Roots Of The Given Equation (m^2 +1)x^2 + 2amx + A^2 - B^2 = 0 Be Equal, Then

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If | X -2 | + | X - 3 |= 7, Then X =

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5 Years Ago

The Roots Of The Equation

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5 Years Ago

The Value Of

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The Number Which Exceeds Its Positive Square Root By 12 Is

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5 Years Ago

If X^2 + Y^2 = 25 , Xy = 12, Then X =

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The Value Of K For Which 2x^2 - Kx + X + 8 = 0 Has Equal And Real Roots Are

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If X = 2 + 2^2/3 + 2^1/3, Then X^3 - 6x^2 + 6x =

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5 Years Ago

The Number Of Solutions Of The Equation 2 Cos(e^x) = 5^x + 5^-x, Are

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5 Years Ago

{ X Epsilon R : |x -2| = X^2} =

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5 Years Ago

If Log2 X + Logx 2 = 10/3 = Log2 Y + Logy 2 And X Not Equal To Y, Then X+y =

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5 Years Ago

If X = Square Root 7 + 4square Root3, Then X +1/x =

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5 Years Ago

If The Roots Of The Equation X^2 - 8x + (a^2 - 6a) = 0 Are Real, Then

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5 Years Ago

The Roots Of The Equation X^2 + 2square Root 3x + 3 = 0 Are

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5 Years Ago

The Equation Loge X + Loge (1+x) = 0 Can Be Written As

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5 Years Ago

The Number Of The Roots Of The Quadratic Equation

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5 Years Ago

If 7x - 2 < 4 - 3x And 3x - 1 < 2 + 5x, Then X Lies In The Interval

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5 Years Ago

If 2x+3/5 < 4x-1/2, Then X Lies In The Interval

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5 Years Ago

If The Equation Ax^2 + Bx + C = 0, A>0, Has Two Distinct Real Roots

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5 Years Ago

A Real Root Of The Equation Log4

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5 Years Ago

If X = Square Root 6 + Square Root 6 + Square Root 6 +.....to Infity, Then

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5 Years Ago

If The Equation X^2 - (2+m)x + (m^2 - 4m + 4) = 0 In X Has Equal Roots, Then The Value Of M Are

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5 Years Ago

If A, B And C Are In Geometric Progression And The Roots Of The Equations

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5 Years Ago

If Alpha And Beta Are The Roots Of The Equation X^2 - 7x + 1 = 0, Then

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5 Years Ago

The Roots Of The Given Equation (p-q)x^2 + (q-r)x + (r-p) = 0 Are

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5 Years Ago

The Number Of Solutions Of

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5 Years Ago

The Quadratic Equation 2x^2 - (a3 + 8a -1)x + A^2 - 4a = 0 Possesses Roots Of Opposite Sign. Then

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Rishit 5 Years Ago

If A,b,c Are In Arithmetic Progression, Then The Roots Of The Equation

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Modified 5 Year Ago Rishit

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1150 of 46300 Questions

Recent Questions

If A + B + C = 0, Then The Roots Of The Equation

If The Roots Of The Equation (p^2 + Q^2)x^2 - 2q( P + R)x + (q^2 + R^2) = 0 Be Real And Equal, Then P,q,r Will Be

If The Roots Of The Given Equation (m^2 +1)x^2 + 2amx + A^2 - B^2 = 0 Be Equal, Then

If | X -2 | + | X - 3 |= 7, Then X =

The Roots Of The Equation

The Value Of

The Number Which Exceeds Its Positive Square Root By 12 Is

If X^2 + Y^2 = 25 , Xy = 12, Then X =

The Value Of K For Which 2x^2 - Kx + X + 8 = 0 Has Equal And Real Roots Are

If X = 2 + 2^2/3 + 2^1/3, Then X^3 - 6x^2 + 6x =

The Number Of Solutions Of The Equation 2 Cos(e^x) = 5^x + 5^-x, Are

{ X Epsilon R : |x -2| = X^2} =

If Log2 X + Logx 2 = 10/3 = Log2 Y + Logy 2 And X Not Equal To Y, Then X+y =

If X = Square Root 7 + 4square Root3, Then X +1/x =

If The Roots Of The Equation X^2 - 8x + (a^2 - 6a) = 0 Are Real, Then

The Roots Of The Equation X^2 + 2square Root 3x + 3 = 0 Are

The Equation Loge X + Loge (1+x) = 0 Can Be Written As

The Number Of The Roots Of The Quadratic Equation

If 7x - 2 < 4 - 3x And 3x - 1 < 2 + 5x, Then X Lies In The Interval

If 2x+3/5 < 4x-1/2, Then X Lies In The Interval

If The Equation Ax^2 + Bx + C = 0, A>0, Has Two Distinct Real Roots

A Real Root Of The Equation Log4

If X = Square Root 6 + Square Root 6 + Square Root 6 +.....to Infity, Then

If The Equation X^2 - (2+m)x + (m^2 - 4m + 4) = 0 In X Has Equal Roots, Then The Value Of M Are

If A, B And C Are In Geometric Progression And The Roots Of The Equations

If Alpha And Beta Are The Roots Of The Equation X^2 - 7x + 1 = 0, Then

The Roots Of The Given Equation (p-q)x^2 + (q-r)x + (r-p) = 0 Are

The Number Of Solutions Of

The Quadratic Equation 2x^2 - (a3 + 8a -1)x + A^2 - 4a = 0 Possesses Roots Of Opposite Sign. Then

If A,b,c Are In Arithmetic Progression, Then The Roots Of The Equation

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