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電子課本網(wǎng) 第45頁

第45頁

信息發(fā)布者:
C
解:由旋轉(zhuǎn)的性質(zhì)得?$AB = AD = 6,$??$AC = AE = 8$?
∴?$AB + AC = 6 + 8 = 14$?
∵?$\triangle ABC$?的周長為?$ 24$?
∴?$AB + AC + BC = 24$?
∴?$BC = 24 - (AB + AC)=10$?
解:符合條件的α有3個(gè),
如圖所示

解:分情況討論直線?$a$?與?$a'$?的交角?$∠1,$??$∠2$?與旋轉(zhuǎn)角?$\theta$?的關(guān)系如下:
?$ (1) $?當(dāng)?$0°\leq \theta<90°$?時(shí),銳角夾角?$∠1 = \theta ,$?鈍角夾角?$∠2 = 180°-\theta ;$?
?$ (2) $?當(dāng)?$\theta = 90°$?時(shí),?$∠1=∠2 = 90°;$?
?$ (3) $?當(dāng)?$90°<\theta <180°$?時(shí),銳角夾角?$∠1 = 180°-\theta ,$?鈍角夾角?$∠2 = \theta ;$?
?$ (4) $?當(dāng)?$\theta = 180°$?時(shí),夾角為?$0°;$?
?$ (5) $?當(dāng)?$180°<\theta <270°$?時(shí),銳角夾角?$∠1 = \theta - 180°,$?鈍角夾角?$∠2 = 360°-\theta ;$?
?$ (6) $?當(dāng)?$\theta = 270°$?時(shí),?$∠1=∠2 = 90°;$?
?$ (7) $?當(dāng)?$270°<\theta <360°$?時(shí),銳角夾角?$∠1 = 360°-\theta ,$?鈍角夾角?$∠2 = \theta - 180°。$?