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)
167
运算方法
请与普通计算器同样操作。
四则运算的例子
例题 操作 显示
53+123-63=113
53
123
63
0.
53. +
176. -
113.
963×(23-56)=-31779 23
56
963
-33. ×
-31'779.
常数运算的例子
输入常数后,点触
的任一键两次。
例题 操作 显示
12+23=35
45+23=68
23
12
45
K 35.+
K 68.+
2.3×12=27.6
4.5×12=54
12
2.3
4.5
K 27.6×
K 54.×
17+17+17+17=68 17
K 68.+
目录