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English Senior High

英語に自信がある人回答づくりお願いします! ※書き込みは気にしないでください。

第3問 次の英文を読んで、 設問に答えなさい。 The Working Time Regulations (WTRS) introduced a new right to paid holidays for most workers. However, some workers were not covered when the WTRS came into force in October 1998. Since the regulations were amended, with effect from 1 August 2003, the majority of these workers have been entitled to paid holidays, and since 1 August 2004 the regulations have also applied to junior doctors. Workers who qualify are entitled to no fewer than four weeks of paid holiday a year, and public holidays (normally eight days in England and Wales)count towards*1 this. However, workers and employers can agree upon longer holidays. For the first year of work, special accrual*2 rules apply. For each month ofemployment, workers are entitled to one twelfth of the annual holiday. After the first year of employment, you can take your holiday entitlement at any time, with your employer's approval. A Before taking holidays, you must give your employer notice of at least twice the length of the holiday you want to take: for instance, to take a five-day holiday, you must give at least ten days' notice. If your employer does not want you to take that holiday, they can give you counter-notice equal to the holiday for example, five days' notice not to take a five-day holiday. If the employer wants you to take holiday at a given time, e.g. when there is a shutdown at the same time every year, they must give you notice of at least twice the length of the holiday. There is no right for the worker to take that holiday at a different time. Holiday cannot be carried over to the next year, unless your contract of employment allows this to happen. Nor can you be paid in lieu of*3 your holiday. However, when you leave the job, you are entitled to receive payment for any outstanding*4 holiday, provided your contract specifically allows for this. )It may be that your contract gives you better rights, or your holiday rights might be specified in a collective agreement. Your union representative can advise you on this. 【出典】 Cambridge English IELTS 8, Cambridge University Press, 2011, p.110を一部 改変。 *1 count towards ~ : ~に算入される *2accrual : 付加, 自然増加 *3 in lieu of: ~の代わりに *4outstanding: 未処理の

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Mathematics Senior High

この問題は和訳の部分だけで英訳した方がいいですか?それとも文章読んでから書いた方がいいですか?人によるのは承知の上で意見を聞かせてください🙇‍♂️

I| 次の文章を読み、下継部分の日本語を英語に直しなさい。: に In my classes, I often tell my students, "Get outi" I'm not thrówing them out of the classroom; I'm_encouraging them to get out-of Japan. to study abroad. Japanese university students are often hesitant to study abroad, but I argue that nothing could-be more.important. Why.not go? I ask them: You can always come back. Recently, the education ministry has been askdng the same question -but going one step further, by. offering: money! To encourage. students to study abroad, the ministry announced it will start offering funds for universities to expand and imprave study abroad programs, (そうすることがこれまで以上に 多くの日本人大学生を留学する気にさせるだろう) Actually, more students did study abroad, before. (2004年から2009年にか けて、日本から海外への留学者数は3割近く減少した). number of students. from, Korea, China and India studying abroad more than doubled during. that same period, according to the Institute of. International 2) In contrast. the Education, a U.S. nonprofit organization. : (日本と他のアジア諸国との差は年々 広がっている)。 Of course, Japanese students may be exposed more to. foreign culture and get more second language contact inside: Japan The opportunities here to study other languages and have contact with people:from other countries are fairly numerous, especially in big cities. (しかしそれは他国に行ってそこの文 化に浸ってみるのとは同じではない) (4 出典 Michael Pronko, Stiudy Abroad? Why Not? 週刊 Student Times, ジャバ ンタイムズ社 2012年4月20日 記事の一部を改変

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English Senior High

合っているか確認してほしいです、お願いします!!

【1】( )に入る適切な語句を選びなさい。(1×20) find のhformation/②informations) about the event? 1. Did you any 2. (OHow much / Hoy.many ) pieces of luggage do you want to check in? 3. Did you find any (Oother(Danother) ways to relieve stress? 4. lapologize for (Dinforming not / 2nbt informing ) you about the schedule. 5. Ican't decide (Owhich to use picture //2which picture to use) for my New Year's card. 6. We tend (1Dto believe / ②believing ) that what is written is true. 7. Ineed (Ohot something/2something hot ) to warm me up. 8. We were not (Osurprising / 2surprised) at the news that the politician had resigned. 9. Is there (Dwrong anything //2ahything wrong) with your computer? 10. Each (Ostudents have //2student has) their own locker. 11. Ihad some bread for (Dthe breakfast / Da breakfast /( 3breakfast) this morning. 12. Would you care for/(Osome more cake / 2any more cake / ③any more cakes )? 13. We traveled Oby train / 2by the train / ③by a train) from London to Paris. 14. (OThis / 2That /(3t) is very stuffy in this classroom. 15. (OAII /2None / 3Both ) of these remarks are mine. They are from this book. 16. (OThis / 2That // ®t) is going to rain tomorrow. 17. Have youheard the rumor (Othat / ②which / ③what) our math teacher will get married soon? 18. Iwonder (Owhich / &if / ③what ) I have enough time to prepare for the test. 19. My brother is very busy ()writing / ②written / ③to write ) his graduation thesis. 20. Please leave those-sealed.packages (Duntouch / ②untouching/(③uptouched). 【2】日本語の意味に合うように、[] から適切な語を1回ずつ選びなさい。 (1×5) 1. 今日は大したニュースはありませんでした。 There wasn't ( 5) big news today. 2. 1日に何時間授業がありますか。 How( ) classes do you have each day? 3. 次の試合までほんのわずかの日数しかありません。 We have only (2) more days until the next game. 4. 先週は家事をすることにほとんど時間を使えませんでした。Ispent (4) time doing housework last week. 5.海岸にはほとんど人がいなかった。 There were ( people on the beach. [Omany のa few 3few @little ⑤much ]

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Mathematics Senior High

-1≦t≦0の範囲に解をもつときの、場合分けしてる所がわからないです、、 考え方を教えて欲しいです🙇

課司21. 放物線 y=x? 上に2点P(t, ), Q(t+1, (1+1)) をとる、 1が -1Sts0 の範囲を動くとき、線分 PQ が通過する領域を図示せよ。 円 脂針(1] についての2次方程式が-1St50の範囲に少なくとも 1つの実数解をもつための必要十分条件を考える。 [2] 線分 PQは、連立不等式 直線 PQ の方程式 で表される。 解習 (図)境界線を含む 1 -1 1,0 1 x 2 2 設) ソー?=『+1)-ー2 (1+1)-(エー) y=(2t+1)xー-! 0 ゆえに,線分 PQは,次の連立不等式 直線 PQの方程式は すなわち |ソ= (2t+1)x-1?-1, -1Si50 ッニ で表される図形である。 のをについて整理すると -(2ォー1)+ yーx=0 3の判別式をDとし、 ③ の左辺を f(t) とすると, 10-(-リ-が+ッー 2x-1\ 2 のが -1SI50 の範囲に解をもつっのは, 次の3つの場合である。 [1] -1<<0の範囲にすべての解をもつ場合 D={-(2x-1)}?-4(yーx)=4x?-4y+120 f(-1)=x+y>0 f(0) = -x+y>0 2xー1 2 -1<く ySギ+>ー, ソン4, くさくう <0 よって [2] -1<<0の範囲とtく-1, 0く!の範囲に解を1つずつもつ場合 f(-1)f(0) %= (x+ yーx+y)<0 yくーx, y>x または y>-x, 'yくx よって [3] t=-1 またはt=0を解にもつ場合 f(-1)f(0) =(x+バー*+y)=D0 y=ー* または y=x よって [1]~[3]の場合と②から, 求める領域は, 右の図の斜線部分.ただし、 境界線を含む。 1 -1 1 2 2 112| ー|で

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