English Senior High about 2 hoursago 答えはI'm not accustomed to speaking in piblic.なのですが、toの後は動詞の原形でなくて良いのですか?ingが来る理由を教えてください🙏🏻 (59) 私は人前で話すのには不慣れです。 (1語不要) I'm 166 1672. 1 in 2 not ③ public ④speaking ⑤ to 6 accustomed ⑦speak Unresolved Answers: 1
English Senior High about 2 hoursago 解説お願いします🙏🏻1枚目はingと過去分詞で迷ってしまいました🌀2枚目は〜な時という表現で形容詞+ingのときと形容詞+toになる時の違いが分かりません。教えてください (41) (132 ) from the airplane, the lake looks like a huge doughnut. Seeing See ③Having seen ④Seen list to tuo nopaniv som as Waiting for Answers Answers: 0
English Senior High about 3 hoursago 分からないので教えてください😿 (33)( 126 ) your love of the outdoors, I am really surprised that you decided to live in the city rather than in the countryside.minoiboigni sezon sei doirwisgoniv olam of boau ai coin,nagel ①Considerable Considered ③Considerate ④Considering it on a od som al zod ai Waiting for Answers Answers: 0
English Senior High about 3 hoursago 解説お願いします🙏🏻 (25) She did not object ( 120 Dmy working 3 ) late at night. vibr to me work ③to my working me work Unresolved Answers: 1
English Senior High about 3 hoursago 教えてください🙇♀️ (22) Mary is easy ( Dto work with you biovol 117 ). to work with ③to work to work with her Unresolved Answers: 1
English Senior High about 3 hoursago 中学生の時に習った現在完了のnotを使った文はhave notの順だったと思うのですがなぜ2のような順になるのか分かりません💦教えてください (16) I am ashamed ( 112 ) kind to the old woman on the train. Dof having not been ②of not having been ③not of having been ①of having been not brorlanotsdyobombesmit no Waiting for Answers Answers: 0
English Senior High about 3 hoursago 解説お願いします🙇🏻♀️ (11) The boy turned on his father's computer, though he had been told ( ①not to ②to not ③ not do it ④to do not 108 ). Resolved Answers: 1
English Senior High about 3 hoursago 解説お願いします🙏 mont bsmm (9)(88 ) you were President, what would you do? ①Supposed ②Supposition ③Supposedly Suppose 02 ( (4) Resolved Answers: 1
Mathematics Senior High about 4 hoursago (3)はこの解答ではダメなのですか? ダメな場合理由もお願いします! 演習問題 24 ポイント 背理法では、結論を否定して解答をかき始め、 その結果、矛盾することを示す 対偶を使った証明では、結論を否定して解答をかき 始め、条件の否定を導く (1) 命題:0<x<1 ならばx2 <1について 逆,裏, 対偶を述べ, その真偽を調べよ. (2)命題:xy≠2 ならばx≠1 または y≠2 が正しいことを対偶 を用いて証明せよ. (3)√2 が無理数であることを用いて, √2+1も無理数であるこ とを背理法で証明せよ. Resolved Answers: 1