题目内容
(1)(4分)计算:
(2)(4分)先化简,再求值:
,其中
.

(2)(4分)先化简,再求值:


…………………………………………4分
(1)根据0指数幂,负整数指数幂的意义进行运算;
(2)将分式的分子、分母因式分解,除法化为乘法,约分,再代值计算.
解:(1)
=
=
=
解:(2)
=
当
时
原式=
=
=
=
(2)将分式的分子、分母因式分解,除法化为乘法,约分,再代值计算.
解:(1)

=

=


解:(2)



当

原式=

=

=

=


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