答案是A 求解🙏🏻

下圖中三個四邊形BCJK、CDHI、DEFG 均為矩形,且A、B、C、D、E五點 在同一直線上。已知I、G兩點分別在 CJ與DH上,且AB=BC=CD= DE。若△ABK的面積為a,△EFG、 △GHI、△IJK的面積和為6,則a: b =?【基94-1】 K J H G F ABCDE (A)1:1 (B)1:2 (C)1:3 (D)2:3 as (A)

這題怎麼算

右圖中的三角形ABC被兩條直線分割為四個部份,其中的三個部份的面積 如圖上標記所示,則四邊形APDQ的面積為是( )平方單位。 18 A P 3 7 7. B Q 5 C

為什麼第9題是C

8. C (Did you have a date with Bill last Saturday?] 9. C (Excuse me. Do you have the time?]

想請問一下第四和第五題☺️

國民中學 n Ma Let's Go 一、克漏字選擇: S h. pr Unit 5 45 1. it Last night, I had a great time at the night market with my family. was crowded, we still tried lots of delicious snacks. 2. of the food stands had our favorite treats. Both my parents and I enjoyed trying new foods. However, when I woke up this morning, I didn't feel well. I had a runny nose and kept coughing. My throat hurt a lot. I asked my mom, "What's the with me?" She said I might be sick from eating too much street food. My mom made me a cup of honey 4. lemon, and it actually made me feel better. She explained that honey 4. lemon is helpful when we have 3. a sore throat. I realized that even though the night market food is tasty, we should be careful not to overeat, or we might end up feeling sick like I did. Next time, I'll enjoy the night market 5. but remember to eat in moderation. (C) 1. (A) Because (B) When (C) Although (D) If B D AB ) 2. (A) Much (B) Most (C) Few (D) Lot 3. (A) wrong (B) reason (C) medicine (D) matter 4. (A) with (B) and CD) (C) by (D) for 9) 5. (A) roots (B) shoulders (C) treats (D) culture crowded 擁擠的 了解 realize | moderation 適度

這題好難，完全不會寫 希望有人能解，謝謝~~

(-4.1) 14. 如右圖,□ABCD中,已知圖中數字代表該區域的A 面積大小,試求出x的值為 【高雄龍華】 E 72 79 79 B. D G F C

初學，想問這題的做法 謝謝各位大大🥺

11. 如右圖,ABCD 與CDEF中,P、Q分別為其對角 線交點,已知四邊形CPDQ的周長為31,且△PAB與 D △QEF的周長分別為25與24,求CD=. E B F

不知道連假有沒有人༎ຶ⁠‿⁠༎ຶ 請問有人知道這題怎麼解嗎？

15.如右圖,P為□ABCD外部一點,若△PAB、△PAD、 APCD 之面積分別為5、15、6,則△PBC的面積 為 ○【新北福和】 4 Ba 2213~平行與四邊形 A D C P

不懂為什麼這樣計算 ∠JFE+ ∠DIC= ∠FED+ ∠EDI-180？為什麼

Bet (C)16 如右圖,已知ABCDE 為正五邊形,DEFGHI為正六邊形,過 P177 F點作//cd,則<JFE= ? J F AE 【範例] (5-2) X180° 11 A 34° 16 正五邊形任一內角=- B =108° DH 5 (B) 35° (6-2) X180° CI 正六邊形任一內角=- -=120° 6 (C) 36° (D) 37° LCDI 360°-108-120°=132° CD-DE=DILDIC=(180°-132°) +2=24° XLJFE+LDIC=LFED+LEDI-180° LJFE=120° +120°-180°-24°=36°

求解，希望有算式

=900 1045-315 4-8-64-3 24 《能判讀圓面積圖》 1 長接送 18 目 行車步行- 步行 10号 23 右圖為阿貴一天中的作 息時間分配圓面積圖, 若阿貴希望把自己每天 的閱讀時間調整為2小 時,那麼阿貴的閱讀時 間需增加多少分鐘? 演練 閱讀 0. 11524 休息 60°1 睡覺 用餐~~ 300 135° 120° 上課 360-30-120-60-135 = 15 〖基測〗 可比例維持不 人。請問: 有多少人? 〖基測〗

求解

(C) BD<CD (D)無法確定 (B) 。 已知△ABC 與△DEF全等,A、B、C的對應點分別為D、E、F, 且E點在AC上,B、F、C、D四點共線,如右圖所示。若∠A= 40°,∠CED=35°,則下列敘述何者正確? (110.會考-15) THIS 651057575 105" 40 (A) EF=EC,AE=FC (B)EF=EC,AE≠FC (CEF≠EC,AE=FC DEF≠EC,AE≠FC +2+x²-6a-14b-2cx+58=0,則q 3