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The equation is x²+K(22+K-1)=0
The equation has real and equal roots.
Since there is no linear term, we can use square root here.
x² = -K(K+21)
∴x=±√K(K+21)
Therefore ±√K(K+21) is equal to each other.
Therefore, ±√K(K+21) is 0.
Therefore, K(K+21)=0
Therefore, K=0 or K=-21.
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