2- Consider The Sequence (Xn) Of Real Numbers Satisfying Xn+1 = /Xn+K, Where Xq And K Are Positive Real Numbers. Show That This Sequence Is Increasing Or Decreasing According To Xq Is Less Than Or Greater Than The Positive Root Of The Equation X2 = X + K.

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2- Consider the sequence (Xn) of real numbers satisfying Xn+1 = /Xn+K, where xq and K are positive real numbers. Show that this sequence is increasing or decreasing according to xq is less than or greater than the positive root of the equation x2 = x + K.

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2- Consider The Sequence (Xn) Of Real Numbers Satisfying Xn+1 = /Xn+K, Where Xq And K Are Positive Real Numbers. Show That This Sequence Is Increasing Or Decreasing According To Xq Is Less Than Or Greater Than The Positive Root Of The Equation X2 = X + K.

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