Find the roots of the quadratic equation : 4x² − 2(a² + b²)x + a²b² = 0
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The given quadratic equation is 4x2−4ax+(a2 −b2)=0 4x2−4ax+(a+b)(a−b)=0 ⇒4x2+[−2a −2a+2b−2b]x+(a−b)(a+b)=0
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Explanation:
The smallest 3-digit perfect square is
1 point
145
121
100The smallest 3-digit perfect square is
1 point
145
121
100The smallest 3-digit perfect square is
1 point
145
121
100The smallest 3-digit perfect square is
1 point
145
121
100
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