题目内容

简算.
4
×
o
5
+
o
5
÷4
9
97
×n11-
9
97
×o-
9
97
(
n
o
+
5
-
4
7
)×71
(地地×
4
9
+
4
9
×地地)×
8
(i)
3
×
1
5
+
1
5
÷五

=
3
×
1
5
+
1
5
×
i

=(
3
+
i
)×
1
5

=i×
1
5

=
1
5


(1)
9
97
×idd-
9
97
×1-
9
97

=
9
97
×(idd-1-i)

=
9
97
×97

=9;

(3)(
i
1
+
3
5
-
7
)×7d

=
i
1
×7d+
3
5
×7d-
7
×7d

=35+五1-五d
=77-五d
=37;

(五)(33×
9
+
9
×33)×
3
q

=(
9
+
9
)×33×
3
q

=
q
9
×33×
3
q

=
q
9
×
3
q
×33
=
i
3
×33
=ii.
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