The e
roots
of equation
x²‐4px+4p²‐q²=0
are
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The roots of equation x²‐4px+4p²‐q²=0 are
Ans :
x=2p−q x=2p+q
.
.
.
Given: x²−4px+4p²−q²=0
⇒(x−2p)²−q²=0
Using a² – b² = (a+b) (a-b),
or (x−2p+q)(x−2p−q)=0
x−2p+q=0 or. x−2p−q=0
x=2p−q x=2p+q
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