解三角學的問題,~急~
1,有一塔在正午時分,陽光與地平線成30度角。這時,
地面上的塔的影子長109m。己知塔的傾斜角為5.5度,若此塔
不傾斜,求塔高。(答案準確至最接近的m。)
回答 (2)
109tan(30度)sec(5.5度)
=63(m)
2009-11-20 14:14:30 補充:
另一解
設塔高x
[xsin(5.5 度)+109]tan(30度)=xcos(5.5度)
109tan(30度)=x[cos(5.5度)-sin(5.5度)]
x=69.95約=70(m)
2009-11-20 14:17:33 補充:
另一解
[xsin(5.5度)+109]tan(30度)=xcos(5.5度)
109tan(30度)=x[cos(5.5度)- sin(5.5度)]
x=69.95約=70(m)
2009-11-20 14:17:50 補充:
另一解
[xsin(5.5度)+109]tan(30度)=xcos(5.5度)
109tan(30度)=x[cos(5.5度)- sin(5.5度)]
x=69.95約=70(m)
收錄日期: 2021-04-30 12:59:14
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