求解🙏 謝謝

B. A (D) where is your money 7. Mrs. Jones is glad home every weekend. (A) that (C) if ) 8. I don't know if I tomorrow. (A) can finish (C) have finished both her sons come back (B) about (D) whether the report about penguins (B) finished (D) am finishing B

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Own chatted Cro. A (C) drives Young people often take home. (A) a; X (Ban; X (C) the; to D) the; at 7. We go to Taichung (A) by a train Mrs. ep, A (B) on a train (C) take the train (D) on train 8. Many students go to school ** (A) by their bikes (B) on bicycle by bicycles (D) on their bikes Lori bus to work. It takes her only ten minutes to get to the office. (A) takes MRT (B) by MRT

求解🙏 謝謝

(C) which 15. He likes the house ✓15. (D) that is (A) which with three big rooms (B) that is near the supermarket (C) there is a big swimming pool in (D) where you live in

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(C) has ) 3. The stupid experience AB. (A) makes (B) teaches (D) have (B) let Julia a little angry. (D) helps (C) has 4. I had Lisa the dishes and the CS4. floor. (A) did; mopped (C) do; mop (B) to do; mop (D) doing; mopping ) 5. Eddy: Experience makes us Pearl: You can say that again. (A) to be smart (C) are smart (B) being smarter (D) smarter The weather was very hot, so he let his hair

為什麼這題是A

(A) test ) Matthew Whitaker (A) went (B) boil to t (C) touch (D) drink blind when he was only a baby. (B) will go (C) is going (D) has gone It has been three months they had their first date.

求解

13 = 3√4 : AG =DE = √5712² = 13 3. 如右圖,在正方形 ABCD 內作一正:4号B △AEF,且E、F分別在BC、CD上。 如 則: (1)若EF=2,則BE= -1+5 (2)承(1)題,則正方形ABCD 的面積為 《試題結束》 X²+(x+1)=(2519800. =>2x²+2x-1=0 x=-22/478 4 4 S BxK E 2+B 2 山坊 (负不合)

怎麼算

【第二章: :圓的性質】 4.如右圖,AC、BD皆為半圓,AC與BD相交於E點, \其中A、B、C、D在同一直線上,且C為BD的中點。 若BE=52°,則CE的度數為何?【仿113 會考】 (A) 52° (B) 68° (C) 76° (D) 780 A 双 B E 38 520 C 76 38 D

怎麼算

1)3. 如圖(一),已知等腰梯形紙片 ABCD中,AD || BC AB = DC, ∠B=∠C,E點在BC上,AE || DC 上,如圖(二)所示。若BE=12,AE=16,則 今以 4E 為摺線將B點向左摺後,B點恰落在 DC 圖(二)的 DB與BC的長度比為何?【仿 113 會考】 (A) 7:9 (B) 3:5 (C) 3:4 (D)2:3 B E E 圖(一 圖(二) B

求解

13 3. 如右圖,在正方形ABCD内作一正:34FGB130 △AEF,且E、F分別在BC、CD上。 則: ) (1)若EF=2,則BE= +1+53 B E 2 回事 (2)承(1)題,則正方形ABCD 的面積為 (1) 《試題結束》 X²+(x+1)=(2) OB-30 TOB=00. =>2x²+2x-1=0 NDO x= -22/478 4 2+B 坊 4 (負不合)

求解

=3J4 VC 5412 bo te FG-1-13 3. 如右圖,在正方形ABCD内一正F=134 135 △AEF,且E、F分別在BC、CD上。 則: (1)若EF=2,則BE= -1+5 (2)承(1)題,則正方形ABCD 的面積為 帽 《試題結束》 x+(x+1)=(2) NOR=40. =>2x²+2x-1=0 x=-22/478 坊 4 4 BxK E 2+5 2 (負不合)