学年

質問の種類

英語 高校生

2のAのthey say 〜のところが分かりません 他にも間違いがありましたら、教えて頂けると幸いです。

Rico to see my relatives. I need to go shopping to get a suitcase. I have to go online to find a flight. A Complete the conversation extracts. Use infinitives for reasons and it's / is it + adjective + to. Then practice with a partner. B A 1. A I'm going to go to Tokyo to study Japanese (go to Tokyo / study Japanese) next month. I'm staying with a family on an exchange program. I just got my visa. Wow! So, is it here me story to logo (necessary / learn some Japanese) before you go? Well, yeah. It's nice to say It's important to know) to fly? (NOT is expensive to fly?) It's easy to find a cheap flight online. (NOT is easy...) Is it easy to find bargains online? It's easy to do. It's not hard to do. 2. A I need to buy a gidebook B So, is it only to get mund A Well, they say. be a verb. It to any to get lost In conversation The top five adjectives in the structure It's to...are hard, nice, easy, good, and Important. I want to read to get a phrase book (get a phrase book / read) on the plane. get a phrase book to read come ids (buy a guidebook / get some ideas) for sightseeing, too. (easy / get around) Tokyo? (nice / say "Thank you") and things. (important / know a few expressions) I think, so (not hard/use the subway). But I heard (easy/get lost) when you're walking around. 3. A I need to go to the bank to che stave macy (go to the bank / change some money) too. I heard it is good to have some Ons (good / have some cash). You know, you need to pay for taxis to carry so cah (carry some cash / pay for taxis) and things. B It's not possible to pay A Not really. It's not pos (not possible/pay) for everything with a credit card? (not easy/do) that. do B Pair work Choose a country to visit. Role-play a conversation about preparing for the trip. ation above for ideas. Think of more questions to ask. ival in Rio.

解決済み 回答数: 1
数学 高校生

数Aの不定方程式の問題です (2)3xy+x+6y-2=0 - - - - - - - - - - - - - - - - - - - - - - - - - - さらに、3y+1が『3で割って1余る数』 であることに注意すると (x+2,3y+1)=(1,4),(4,1... 続きを読む

練習問題 9 次の方程式を満たす整数x, y をすべて求めよ. (1) (x-2)(y-2)=3 (2) 3.xy+x+6y-2=0 「約数に注目する」手法を練習してみましょう. その場合 (式)x (式)=整数 qas2 という形を作ることがポイントになります. (1) はすでにその形になっています が,(2) はうまく工夫して上の形を作り出す必要があります. 解答 精講 (1)-2,y-2は3の約数であるから 20 (x-2, y-2)=(1, 3), (3, 1). (-1, -3), (-3,-1)< これを解いて 2009 (x, y)=(3, 5), (5, 3), (1, -1), (−1, 1) (2) 3.xy+x+6y-2=0 IC (3y+1)+6y-2=0xでくくる (18) (3y+1)+2(3y+1)-4=0 ←3y+1 がうまく現れるように式を変形 OROT (x+2)(3y+1)=4 (式)×(式)=整数の形 (x+2, 3y+1)=(1,4),(2,2),(4, 1), 「負の約数も 忘れないように 110 H (−1, -4), (-2, -2), (-4, -1) のさらに, 3y+1 が 「3で割って1余る数」 であることに注意すると (x+2, 3y+1)=(1,4),(4,1), (-2,-2) これを解いて, (x,y)=(-1,1),(2,0),(-4,-1) CHRON コメント 一般の方程式を解くときは,(式)×(式)=0 の形を作らなければいけません が,整数解の問題では右辺に 「0以外の整数」が残っていても構いません.定 数のズレは無視して, 因数分解ができる形 を調整していきます.

解決済み 回答数: 1