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英文 國中

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Get Ready to Write things. *識全集中 A Venn diagram can help you compare and contrast two different Ants How they are the same Bees • Live in • Black or brown •Can walk a long way • Birds like to eat them Insects • six legs Live in hives Yellow and black Can •Make e both popular. use a ball exciting How they are different Read the following report comparing ants and bees. Read again and complete the Venn diagram with information that tells you how ants and basketball 219 mod MS 89 and bees are the same or different. Introduction How they are the same How they are different Conclusion Ants and Bees nobuboun There are many kinds of insects in the world. All insects have six legs, but they can be very different. Two insects, which you can see everywhere, are ants and bees. Ants live in nests. Thousands of ants live together. Bees also live together, but they live in hives. Both ants and bees have a queen. The hard working queen lays many eggs. Ants and bees work very hard to find food and build their homes. But be careful because when they get angry, they can hurt you. yart worl hib Ants and bees are also different in many ways. Ants are usually smaller than bees and they are brown or black in color. However, bees are yellow and black. Bees can fly and eat from flowers. This food, which becomes honey, is delicious. On the other hand, ants often walk a long way to find food. Some birds and animals like to eat ants. As you can see, ants and bees are both very interesting no insects. They are the same and different in many ways. Which one do you like? IN LINE

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數學 國中

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| 八年級數學(四)[第12次平時考】 一、選擇題:(每題4分,共40分) 6.11 ( ) 1. 如右圖,平面上有L、LG、三條直線,則下列敘述何者錯誤? (A)<12是<7的內錯角 (C)∠1是∠8的同側內角 (B)<2是<7的同側內角 (D)<7是∠3的同位角 ( ) 2. 如右圖,在下列何種情況下,可以知道直線一定會平行於直線M? ( ( ( ( (A)<3=<5 (C)<1+∠2=180° (B)<6=27 (D)<2+∠8=180° 4-1 平行 ) 3. 如右圖,AB || CD。若AB=3,CD=5,△ABC的面積為24,則ABCD的面積為何? (A)30 (C) 40 (B)36 (D)46 4.平面上有4條相異直線L、L2、LG、LG。若L // LaLaLG,LGII,則下列何者正確? (A) LLL LL (C) LL LLL (B) L₁LL L₂// LA (D) L L L₂// LA ) 5.如右圖,AB || CD, BC || DE。若∠AED=96,∠B=45°,則∠A=? (A)S1° (C) 53° (B)52° (D)54° 6.如右圖,已知M/IN,且L為M、N的截線。若ㄥ1=∠2,∠3=∠4,∠2+∠3=86°, 則∠4=? 姓名 L3 L -M X H X B45° FL96° D M (A)42° (C) 44° (B)43° (D)45° .N ( ) 7. 如右圖,Z//L,則∠1=? (A) 60° (B) 70° (C) 80° (D) 90° Li 120° ✓ ! 30° 100% -L2 ( ) 8.如右圖,已知L/L // LS,M|| M2// M。若ㄥ1=114°,則∠3-<2=? L2 M2 M3 (A)42° (C) 46° (B) 44° (D)48° ( ( ) 9.如右圖,△ABC中,CD平分∠ACB,且DE || BC。若∠A=24°,∠B=36°,CD=8, 則ACDE的周長為何? (A) 18 (C) 18√3 (B) 24 (D) 24√3 )10. 如右圖,CD ||EF。若∠A=64°,∠B=40°,∠ACD=138°,則∠E=? (A) 62° (C)66° (B)64° (D)68° 12-1 L3 Mi 64 400 138° B 請調至澂續作答

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