Darius still (B) keeps the sewing machine in his mom's apartment busy with his work. 「ダリウスは,今でも母親のアパートのミシンで蝶ネクタイ製作にいそしんでいる。」 という文章についてです... 続きを読む

3はwhichでは罰ですか？

whoeyer / anyone yon is having 2 例にならって下線部の誤りを訂正し、文全体を書き直しましょう。 (15) My father always keep my promise. → My father always keeps his promise. (1) Iwant to ask for the opinion of someone which is familiar with the law. nove to ask for the opinion of someone who is kamiliar with the law (2) I looked up which I wanted to know in the encyclopedia. what I wanted to know in the encyclopedia I looked up (3) The report mentions something what is important to our lives. The report mentions report mentions something the attever is important to our lives. 1 (1) This is the picturun which Allem in S.

下線部の誤りを直してほしいです！

2 例にならって下線部の誤りを訂正し、文全体を書き直しましょう。 (15) My father always keep my promise. (1) Her dream is work for world peace. (2) I like run in the park before breakfast. (3) The driver practiced to park her car. → My father always keeps his promise. (4) She is good at to teach math. sdmsm

4問とも下線部の誤りを直してほしいです！

2 例にならって下線部の誤りを訂正し、 文全体を書き直しましょう。 (15) My father always keep my promise. → My father always keeps his promise. (1) My cousin has games as many as you have. (2) My uncle drinks tea as many as an Englishman does. (3) This milk is not as fresh as that one. (4) Emma can run faster than any other boys in her class.

4問とも答えを教えてください！！

2 例にならって下線部の誤りを訂正し、文全体を書き直しましょう。 (15) My father always keep my promise. → My father always keeps his promise. (1) My car is cheaper than you. (2) The tail of this dog is longer than my dog. (3) It is very hot today than yesterday. (4) He looks tired than he was last week.

3なのですが、whatはなぜ間違いになるのですか？

1 内から適切な語句を選びましょう。 (1) That's (which / what) you said yesterday. (2) Are animals (who / that) are in zoos happy? (3) There are three employees (that/whom ) will receive an award. (4) The apartment house, (which / whose) bathrooms are shared by the residents. repaired next month. what he was (5) He is not (that/ what ) he was. (6) Who was the person (to who /to whom ) you spoke yesterday? 3 日本 (1) 私が欲し The camera 過去の彼 is (2) I looked up which I wanted to know in the encyclopedia. I looked h (2) 私は昨日、友人と I met a friend o (3) 始まりがあると Whatever (4) 彼女はいわに She is (5) その木は変 The tree, again ne (7)/Today I didn't see the boy and his dog (which /that) run in the park every day. that (8) This is the pen (with which/with that) the novelist wrote his novels. (9) He said that he could speak English) ( that / which ) was a lie. (10) If (wh whoever / anyone ) is having difficulty hearing me, let me know. 2 例にならって下線部の誤りを訂正し、文全体を書き直しましょう。 (151) My father always keep my promise. → My father always keeps his promise. (1) Iwant to ask for the opinion of someone which is familiar with the law. kamiliar with the lan of someone who want to ask for the opinion. what I wanted to know in the encyclopedia 4 日本語の (1) 京都 Kyo (2) 15 N up (3) The report mentions something what is important to our lives. The report mentions something that ever is important to our lives (4) This is the picture which Allen is proud. This is the of hoch Allen is picture proud (5) I learned the procedure from him, who was a mistake. (I learned the procedure from him), which was a mistake (3) (6) He, which father is the president of the company, got promoted. He, whoes father is the president of the company, got promoted (7) Whoever win first prize in the contest, it matters little to me. wins Whoever work dirst prize in the contest, it matters little to (8) Which is more, they revealed an unexpected finding. What is more, they revealed an what is more this whoever i 66 unexpected finding unexp

なぜRの遺伝子頻度の求める計算で分母の数を✖️2してるか分かりません。教えてください。

手順 STEP 4 と同じ記号を使っ 男性の中で赤緑色覚異常が1% (=0.01) なので, 228 g=a p=1-a=b 女性保因者は XX' という遺伝子型なので, その比率は 2pg である。 よって女性 (これを100%とする) の中での保因者の 頻度は,2×a×b=c となり, %で表すと dとなる。 STEPS 遺伝子頻度が変化する場合をマスターしよう (1) ある植物で種子の形について丸 (RR と Rr) が 84%, しわ (rr) が 16% を占 める集団があるとしましょう。 R, r の遺伝子頻度をそれぞれp, g(p+g=1) とすると, ∴.p=1-0.4=0.6 RR: Rr: rr = p2: 2pgg' から、g2=0.16 g =0.4 となり,ハーディ・ワインベルグの法則が成り立てば、この遺伝子頻度は代 を重ねても変化しません。 (2)では,この集団からしわの個体をすべて除いて, 丸の集団の中で自由に交 配させると,次世代の集団の遺伝子頻度はどうなるでしょうか? p = 0.6g = 0.4 なので、 残った集団は, この集団での遺伝子頻度を求めます。 RR: Rr = p2 : 2pg=0.62 : 2×0.6×0.4=0.36 : 0.48=3:4 Rの遺伝子頻度は, f 2 四 3×2 +4×1 5 ( 3 +4)×2 7' よって, R:r=52 これが自由に交配するので、次の世代は, = 5R 2r 25RR 10Rr 4rr 5R 2r 10Rr a : 0.01 b: 0.99 rの遺伝子頻度は, c: 0.0198 d: 1.98% RR: Rr: rr = 25:20:4 よって, この新しい世代の集団でのR遺伝子の頻度は, 25 ×2 +20×1 (25+20+4) × 2 =0.714･・・0.71- 4×1 2 14 7 - もとは 0.6 だったのに

丸で囲った所モンタナ州以下より大きくない国土に、、でもよいのでしょうか？ no bigger than 以下より大きくない。という意味ですよね？

比較表現 (81) no 次の英文の下線部を訳しなさい) With a population nearly half of the U.S.'s squeezed into an area no room left in its no bigger than Montana, Japan has virtually crowded cities. Developers have built towering skyscrapers and even artificial islands in the sea, but the space crunch keeps getting worse. mall as A is no bigger than B. という文を考えてみましょう。 法 この場合, no は big を否定し, 同時に 「差 (AがBより大きい, あるいは BがAより大きい)」を否定しているのです。図式化すると、以下のようになります。 [ no bigger than (関西学院大) no が差を否定するのは I am 3 years older than you. において, 3 years を「ゼロ」 つまり"no" にすると「差がない」のがわかりますね。ですから,以下のように,結 果的にAとBは差がなくて同じという意味になります。 A is no bigger than B. = A is as small as B. big を否定して, small の方向でということです。一般的な形でまとめてみましょう。 < no +比較級 + than> <as+反意語の原形+as> 詰め込まれている に 地域 ほどに 小さい と同じ モンタナ州 squeezed (into an area) no bigger than Montana,) P(通分) M では,第1文カンマまでを no bigger than に注目して検討しましょう。 の状態で 人口が およそ半分の 合衆国の (With a population (nearly half of the U.S.'s) ( 付帯状況)→ O M = as smalt as no blyger Than 以下切り焼くない 語句 population 人口 / squeeze O (into N) 「O を(Nの中へ) 押し込める」 / virtually ほとんど / the crunch 危機 / keep Ving 「Vし続ける」

教えて下さると嬉しいです(><)

A. Circle the letter of the word or phrase that best completes the sentence. 1. His parents. a. intend 2. I may have to him by not allowing him to play computer games. b. locate c. motivate a. face a challenge 3. Some animals could not a. adapt 4. The building is a. based on 5. You must be a. amazing d. punish getting a job to pay for my books if the bookstore keeps raising its prices. b. come to an end d. take over c. resort to b. discover d. surround finished. They will finish working on it this month, I am sure. b. just about c. tempted to d. in touch with about your birthday next weekend. b. excited c. jealous 6. It is interesting to watch the a. energy to the colder weather, so they died. c. rank b. interaction 7. Most people imagine a desert a. empire b. factor 8. She knows how to a. repair b. reward d. medical of these two babies with each other. c. recipient almost anything that is broken. c. respond d. structure to be boring, but I find it quite interesting. c. landscape d. status d. ruin

この問題の回答が写真二枚目のようになる理由を教えてください

(2) 12nCi (3) nCo²+nC₁²+nC₂²+nC3²+...+nCn² = 2n 71 n を1より大きい整数とする. 1からnまでの整数 1,2,3,…,n の中から異なる2つの整数をとり出す仕方の各々に対して, とり出されたそ れら2つの整数の和を s, 積を t とする. (1) とり出し方すべてを考えたときのsの総和Sをnの式で表せ. (2) とり出し方すべてを考えたときのtの総和Tをnの式で表せ. (横浜国立大)