これの解説をお願いしたいです！

2 5 次の図で、指定された2つの図形の面積比を求めよ。 〔 [問1] △CDE: △ABC 8 A E 10 B C -6 D ・15 ]

この英作文、10点中何点でしょうか！

I like to spend with my friends. friends ave Because my them very much so funny. So, I like は含みません) 拡大コピー lua 計

これ合ってますか？違う所があれば教えて欲しいです

■記号選択問題 ②) 次の各文が正しい内容になるように,( )内に下のアーエから最も適切なものを選んで入れなさい。 答えは記号で書くこと｡ (1) My house is in () of the post office. P front across center I next (2) ( ) you tell me the way to the ABC Supermarket? 7 Does 1 Shall Would I May ) three books last week. 3) Kumi ( 7 read reads is reading 4) I went to see a doctor because I was ( 7 fine busy 5) I had some cookies ( ) by my sister. 7 make makes made ) dogs do you have? 6) How ( 7 lot 7) This T-shirt is ( 7 to (8) ( 7 See 1 Look many (11) The boys ( much (9) Does your brother ( 7 speak (10) Do you know ( 7 who (12) ( ) at the blackboard, everyone. Watch ) English? 7 play so ). difficult I sick number ) large for me to wear. too I a lot. speaks spoke ) bag it is? ✓ plays ) to music is my hobby. Listening whose who is ) tennis are my friends. playing I has read I making ) Yuko's. I lot of I Mean I spoken I whose is I are playing 7 Listen 13) I want a new bike ( 7 like ✓ such same I almost 14) I want to learn both culture ( ) history of China. 7 in but and I after 15) In the park, there were many people ( 7 who which whose (16) I ( ) that your dream to be a pianist will come true. 7 bring 1 have make I hope (17) Yumi is a good basketball player and she can ( ) play volleyball well. very also I too Hear I Hearing ) enjoyed having lunch there. I who has 17 [A] [7] ] [ウ] [21 ] ウコ [イ] (7) [イ] [I] [イ] [ウ] F FF HE ] ] [ウ] 3

お願いします🙇‍♀️

59°# 3. 次の図において, 合同な三角形を見つけ出し, 記号を使って表しなさい。 また, その ときに使った合同条件をいいなさい。 A 5cm B-7 cm J 5cm K △ABC 70° 6 cm 6 cm III 合同な三角形のペア = A L C D N 70° E 50° 7 cm 5cm. 6 cm F M 6 cm 5cm H P 70° 16cm 6 cm--. 50° 70° 三角形の合同条件 310 I R

中1　英語 1の(5)の解説をお願いしたいです。

+14 Lesson 6 Lesson Test {1} 次の英文にはすべて誤りがあります。 間違っている箇所を指摘し正しく直しなさい。 (6点) (1) We watched TV in the living room yesterday night. (2) Mr. Shikama reads a book the day before yesterday. (3) Did she eats breakfast last Friday? (4) What can I get to ABC cake shop? (6) John doesn't cook dinner yesterday. 誤 IFE yesterday eats Does/ walking (1) (3) (5) last eat Is / walk (5) Does Jane walking to school? (4) (6) 誤 reads What doesn't {2} 次の英文を指示にしたがって書き換えなさい。 (12点) (1) Jing studied Chinese hard two weeks ago. (T (2) I listened to some Japanese songs yesterday. (XK) (3) Kitty is running a sprint very fast. (X) (4) My sister and brother waited in a sweet shop. (下線部を問う文に) (5) Mr. Kato played soccer after school last Wednesday (T$7.80 TE read How didn't every day )

中1　英語 1の(4)でなぜWhatではなくHowになるのでしょうか？

+14 Lesson 6 Lesson Test {1} 次の英文にはすべて誤りがあります。 間違っている箇所を指摘し正しく直しなさい。 (6点) (1) We watched TV in the living room yesterday night. (2) Mr. Shikama reads a book the day before yesterday. (3) Did she eats breakfast last Friday? (4) What can I get to ABC cake shop? (6) John doesn't cook dinner yesterday. 誤 IFE yesterday eats Does/ walking (1) (3) (5) last eat Is / walk (5) Does Jane walking to school? (4) (6) 誤 reads What doesn't {2} 次の英文を指示にしたがって書き換えなさい。 (12点) (1) Jing studied Chinese hard two weeks ago. (T (2) I listened to some Japanese songs yesterday. (XK) (3) Kitty is running a sprint very fast. (X) (4) My sister and brother waited in a sweet shop. (下線部を問う文に) (5) Mr. Kato played soccer after school last Wednesday (T$7.80 TE read How didn't every day )

（３）なんですけど，なんで線分AB上はないとわかってすぐ線分BC上の直線の指揮求めたんですか。 また、なんで7を代入するんですか！

(3) 台形OABC=1/12 ×(6+8)×8 = 56 点Pの座標をt とする。△OPCの底辺を OC とみると,高さは点Pの座標に等しいから, △OPCの面積より, 1/8x8xt=1/12×56 4t = 28 点Pが辺OA上を動くとき...P (7,0) 点Pが辺BC上を動くとき･･･ 直線BC の式は, y = =-x+8 25 =-271/4+8 4 x=7 を代入すると, y=- t=7 -

求め方が分かりません

18 右の図は, △ABCにおいて, BC//DE, BE// DFとなるように, 辺AB上に点D, 辺AC上に点E, Fをとったものである。 AE = 6cm, EC = 4cmのと き, 線分AFの長さを求めなさい。 hed ipod Dared!! B D A 6 cm F E 4 cm

実線の立体が点線の直方体の何倍になるか？ という問題の解き方を教えてください！

(1) 三角すいABCF C AN G Hi E E A, D (3) 三角すいPQF G Hi A E D E---- H (5) ACHF D Q H B B F B F F C P G C (2) 三角すいPBCF G A E D (4) 四角すいPBFGH A E D Hi (6) QC PFGH P D H # # B. P B F F BoQ F C G C P G G

教えてください!!至急です

3 右の図のような直角三角形ABCがあります。 点PはBを出発して、 毎秒2cm の速さで辺BC 上をBからCまで動きます。 点PがBを出発 してからx秒後の三角形 ABP の面積をycm² とします。 次の問いに答えなさい。 (1)yをxの式で表しなさい。 (2) x,yの変域をそれぞれ求めなさい。 A 5 cm The B y cm AJtage tag P — 10cm の変域 yの変域 (3) 三角形 ABP の面積が15cm² になるのは, 点PがBを出発してから何秒 後ですか｡