题目内容

在正实数范围内,只存在一个数是关于的方程的解,求实数的取值范围.

 

【答案】

【解析】原方程可化为,①················································ (1分)

(1)当△=0时,满足条件;············································ (2分)

(2)若是方程①的根,得.此时方程①的另一个根为,故原方程也只有一根.················································································································· (4分)

(3)当方程①有异号实根时,,得,此时原方程也只有一个正实数根; (6分)[来源:Zxxk.Com]

(4)当方程①有一个根为0时,,另一个根为,此时原方程也只有一个正实根。         (8分)

综上所述,满足条件的的取值范围是

 

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