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Type of questions

English Senior High

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

Resolved Answers: 1
English Senior High

(4)の答えがthe problemでしたがsolving the problemではダメでしょうか?

humans. "We were able to identify one of the many molecular features that likely shape behavior," she adds. ** hol boquete es Though the origins of the dog/human partnership remain unknown, it's becoming increasingly clear that each species has changed (during our long years header The physical differences between a basset hound and wolf are obvious, but dogs have also changed in ways that are more than skin (or fur) deep. One recent study shows how by bonding with us and learning to work ogether with humans, dogs may have actually become worse at working together Their pack lifestyle and mentality appear to be reduced and are far as a species. less prevalent even in wild dogs than in wolves. But, Yale's Laurie Santos says, dogs may have compensated in other interesting ways. They've learned to use humans to solve problems. "Several researchers have presented dogs and wolves with an impossible problem (e.g., a puzzle box that can't be opened or a pulling tool that stops working) and have asked how these different species react," Santos explains. Researchers have found that wolves try lots of different trial and error tactics to solve the problem - they get at it physically. But at the first sign of trouble, dogs do something different. They look back to their human companion for help. This work hints that dogs may have lost some of their physical problem-solving abilities in favor of more social strategies, ones that rely on the unique sort of cooperation

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Mathematics Junior High

このページだけ答えが入っていなかったので、教えてください🙏答え全部あってますか??時間なかったら4番、五番、6番のどれか教えてくれませんか??

関数 y=ax² ~いろいろな関数の利用 単元対策テスト (7) 1 次の場合について、とyの関係を式に表しなさい。 また,yが の2乗に比例するものには○を,そうでないものには×をつけ なさい。 □(1) 底辺がcm,高さが底辺の4倍である三角形の面積をycm²と する。 口(2) 1辺がxcmの正三角形の周の長さをycmとする。 ✓ y = 12x4x² □(3) 半径zcm,中心角180℃のおうぎ形の面積をycm²とする。 た だし, 円周率はとする。 180 3600 2 右のグラフは,yがこの2乗に □比例する関数のグラフである。 グラフが通る点の座標を読み とって ①~④の式を求めなさ い。 □ (4) 30kmの道のりを時速kmで行くときにかかる時間を3時間 とする。 2 ② Tyl 10 ・8・ +6 4 +2 -2 -4 -6 -8- (4) (2 TUXY ₂ T²₂ 6 (3) ③3 次の問いに答えなさい。 □(1) 関数y=1/12/22について,この値が2から4まで増加するときの 変化の割合を求めよ。 (1) (2) (2) 関数y=-1/23について,ェの変域が-6≦1のときのyの 変域を求めよ。 192x² =9 aga 2 □(3) 関数y=ax2 についての変域が-2≦x≦6のときのyの変域 が0≦y12であった。 α の値を求めよ。 12=369 3ka1221 a=+3 ひろし (3) Y = 2² 17²³² (4) 9=9a ③ Ⓡy=x² → act 3 -4=1bu (la =-4 |(1) (2) 8 2/36 T6 Y = --4x² y=-2x² a =4 ●得点 (3) a= 数学中3 教科書 P.93~126 3 8= ba 169 9= 3 tosys - 1/2 /100 各5【20点】 8 -8=49 49 =-8 ok 各5 [20点】 a=-2 各6【18点】

Resolved Answers: 2
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