Question

plz can anybody ans my question. ​

Answer 1

Answer : REQUIRED QUADRATIC EQUATION,

x2 - 6x + 11 = 0.

Explanation :

Given:

Given:x^2 - 2x + 3 = 0

Let the roots be α and β

Let the roots be α and βIf we consider the roots of required equation at A, B

Let the roots be α and βIf we consider the roots of required equation at A, BA = α + 2, B = β +2

Let the roots be α and βIf we consider the roots of required equation at A, BA = α + 2, B = β +2 We know,

Let the roots be α and βIf we consider the roots of required equation at A, BA = α + 2, B = β +2 We know,αβ = 3

Let the roots be α and βIf we consider the roots of required equation at A, BA = α + 2, B = β +2 We know,αβ = 3α + β = 2

Let the roots be α and βIf we consider the roots of required equation at A, BA = α + 2, B = β +2 We know,αβ = 3α + β = 2Re plating α, β by x and A, B by x.

Let the roots be α and βIf we consider the roots of required equation at A, BA = α + 2, B = β +2 We know,αβ = 3α + β = 2Re plating α, β by x and A, B by x.x = x - 2

Let the roots be α and βIf we consider the roots of required equation at A, BA = α + 2, B = β +2 We know,αβ = 3α + β = 2Re plating α, β by x and A, B by x.x = x - 2In equation:,

Let the roots be α and βIf we consider the roots of required equation at A, BA = α + 2, B = β +2 We know,αβ = 3α + β = 2Re plating α, β by x and A, B by x.x = x - 2In equation:,(α−2)2 −2(α−2)+3=0

2 −2(α−2)+3=0x2 +4−4x−2x+4+3=0

+4−4x−2x+4+3=0x2 −6x+11=0

+4−4x−2x+4+3=0x2 −6x+11=0Required equation.

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