学年

質問の種類

英語 高校生

わからないので教えてください。😭

B With a partner, take turns playing the roles of nurse and patient. Ask each other the questions you need to ask to fill out the application form below. One partner is Robert Jones, the other is Mary Woods. Robert William Jones D.O.B. 9/12/70 23-42 Shiizaki, Sakae-machi, Inba-gun, Chiba-ken, 289-1222 Tel.: 0475-72-1234 Businessman Stomachache Came to this hospital before with back pain in October, 2012 Mary Margaret Woods D.O.B. 7/31/80 7512 22nd Ave. N.W. Portland, Oregon 98115-4706 Tel.: (425) 791-8836 Housewife Sprained ankle First time at this hospital APPLICATION FORM Last Name month Date of Birth Address Telephone Occupation (Circle one) month Date First Name day year day year Middle Name Sex M / F years old Which department would you like to go to? (Circle one) 1 Self-employed 01 Internal Medicine 11 Obstetrics & Gynecology (OB/GYN) 2 Farmer/Skilled worker 02 Pediatrics 12 Ophthalmology (Eye doctor) 3 Civil servant 03 Surgery & Treatments 13 Dermatology (Skin doctor) 4 LO 00 5 6 Businessman Student Housewife 04 Orthopedics 14 Nutrition & Dietetics 05 Neurology 15 Radiology (X-ray) 06 Urology 16 Oral Surgery 7 Unemployed 07 Respiratory Medicine 17 Cardiology 8 Hospital employee 18 Plastic Surgery 08 Psychiatry 9 09 Otolaryngology (ENT) 19 Dentistry Other: (Please specify): 10 Anesthesiology 20 Allergy & Immunology 1. NO Have you ever been to this hospital before? 2. YES (Year: ) (Department: )

解決済み 回答数: 1
英語 中学生

③に適する英語を書きなさいという問題で、 答えはBecauseなのですが、 「Becauseを文頭に置く場合は前に情報がないといけない」と言う部分が引っかかっています 解説お願いします🙇🏻‍♀️⸒⸒

通りです。 en you take pictures. afe One la [2] 次の英文は千葉県に住んでいる中学生の恵子が, 長野県に住む祖母の家にでかけたときの 体験をまとめ、 夏休み明けの英語の授業で発表したものです。 この文章を読んで問いに答え なさい。 I have a grandmother in Nagano. She lives alone in a small village. I have been But this summer was ( ①) to her house with my family in summer many times. because only my brother, Akira, and I went there by train. saw our grandmother at the station. We felt relieved when we One Our We stayed at her house for two weeks and we had a lot of fun. In the morning, we often went to catch insects after we helped our grandmother with the housework. We tried to catch fish in the river in the afternoon, but we didn't catch many. day, we went to a mountain near her house and we found some mushrooms. grandmother said, "These will be good for dinner." "Can we really eat those?" I asked. She answered, "Yes." And later, we cooked them together. sometimes told us some interesting old stories of Nagano. We enjoyed ( At night, she ② ) to her. Two weeks was very short. ( ③ ) we were having a very good time, we wanted to stay longer. But the end of August came, and we had to come back to Chiba for school. On the morning of the last day, we got up at 5:00 to make breakfast for our grandmother with the mushrooms. When she came into the kitchen, she said, "This looks very good. Thank you so much." We said to her, "We have been really happy with you. Can we come in winter next time?" You She answered, “Sure. can ski here in winter." When we eat mushrooms, we Akira and I still talk about the summer in Nagano. think about our grandmother. Now, everyone, look at these mushrooms. This evening, we're going to cook them for our parents. If you like, I'll tell you how. Why don't you try at your home? (注) grandmother alone ひとりで village : * felt relieved : ほっとした catch : 捕まえる insect: housework F : parents: mushroom : きのこ end : 終わり kitchen: <-4-

解決済み 回答数: 1
数学 高校生

α‬が上の式でマイナス着いているのに両辺をα‬で割ってることが分からないのと、α‬で割ったとしてもマイナスが右辺に残ってKiの符号がそのままになっているのが分からないです!!教えてください!!

例題 C2.35 直線, 円の接線の方程式 同 (1) 複素数平面上の異なる2点α βを通る直線の方程式は, (a-z-(a-β)z+ap-ap=0であることを証明せよ。 **** (2) 複素数平面上において, 原点を中心として、半径の円周上の点 A(α) における接線の方程式を求めよ。 p 考え方 (1) A(a), B(β) を通る直線上の任意の点P(z)について.. 3点A, B, P が同一直線上にある wwwwww z-a 実数 1画素 a z-a z-a ⇔ B-a B-a (2) 接線上の任意の点をP(z) とすると, OA-AP または z=α より OR arg π ga = または z-α=0 0-a z-a -は純虚数または 0 A(a) P(z) a 2-a za ⇔ a a && $ 1 si 解答 (1) 複素数 α βが表す点をそれぞれ A, B とする. 1960 また, 2点A,Bを通る直線上の任意の複素数zが表 す点をPとすると, 3点 A, B, Pが同一直線上にある ための条件は, (-)-si za=k(β-α) (hは実数 α =β より 両辺を β-α で割って, B-a は実数より 018 za z-a z-a (0 B-a B-a B-a 両辺に (β-α) (B-α) を掛けて, = +8)(za)(Ba)=(za)(β-α) (Ba)z(Ba)a=(β-a)z-(β-α)a (a-Bz-(α-β)x+aβ-aβ=0 その感 (2)点Aにおける接線を l とする。 また, l 上の任意の複素数 z が表す点をPとする. l P (z) A(a) r OA⊥AP または z=α より Pは原点Oを点Aのまわりに 今だけ回転して点Aからの距 離を倍 (≧0) した点である. (a) P(z) 059+isin 9) zが実数+isinnf 1- ← z=z ブルの 画 20007 ここからすぐに, za は純虚数また a P(z) は0としてもよい.

解決済み 回答数: 1