【題目】在飛機(jī)飛行時(shí),飛行方向是用飛行路線與實(shí)際的南或北方向線之間的夾角大小來(lái)表示的,如圖,AN(南北線)與飛行線之間順時(shí)針?lè)较驃A角作為飛行方向角,AB的飛行方向角為35°,AC的飛行方向角為60°,AD的飛行方向角為145°,試求ABAC之間夾角為多少度?ADAC之間夾角為多少度?并畫出從A飛出且方向角為105°的飛行線.

【答案】答案見(jiàn)解析.

【解析】本題考查的是方位角

閱讀題目條件,明確飛機(jī)飛行角的概念,找到南北線與飛行線之間順時(shí)針?lè)较驃A角,計(jì)算其角度解答.

由題意可知∠NAB=35°∠NAC=60°,∠NAD=145°

ABAC之間夾角為∠NAC-∠NAB=60°-35°=25°,

ADAC之間夾角為∠NAD-∠NAC=145°-60°=85°

思路拓展:此題是一道材料分析題,解答時(shí)要認(rèn)真閱讀,明確題目條件,特別是題目中的新概念,依據(jù)新概念解答.

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