For example, lions can survive in the wild, because most lions still hunt prey on the grassland instead of waiting for humans to feed the... Read More

このページの日本語訳お願いしたいです！ テストが近いので、早めでお願いします！ごめんなさい🙇‍♀️

Store When you stop thinking about the new information, your brain moves it from your short-term memory into your long-term memory*. It breaks the information into smaller parts. It stores the information in different areas of your brain. For example, when you learn a new word in English, you learn its spelling pronunciation, and meaning. This information is stored in different areas of your brain. 6 Do you ever see a word and sav. "I know it. but I can't say it!” That's because you can find some of the information, but you can't find all of it. You remember something about the word, but not enough to put it together. When you truly.remember the word, you connect all its. different parts.;Every time you think about the word, those connections get stronger. With every repetition, you can find the information faster. Repetition is the secret to good memory, but it does not mean repeating the same thing, the same way every time. If you practice your learning in different ways, your brain connections get stronger. For example, when you hear the word, you connect one way. When 7 8 you write the word, you connéct a different way. Each time you add new connections to the word, you make the memory stronger. Repetition and practice are the keys to remembering what you learn. 3 long-term memory: the type of memory that stores information for a long period of time

このページの日本語訳お願いしたいです！ テストが近いので、早めでお願いします！ごめんなさい🙇‍♀️

Store When you stop thinking about the new information, your brain moves it from your short-term memory into your long-term memory*. It breaks the information into smaller parts. It stores the information in different areas of your brain. For example, when you learn a new word in English, you learn its spelling pronunciation, and meaning. This information is stored in different areas of your brain. 6 Do you ever see a word and sav. "I know it. but I can't say it!” That's because you can find some of the information, but you can't find all of it. You remember something about the word, but not enough to put it together. When you truly.remember the word, you connect all its. different parts.;Every time you think about the word, those connections get stronger. With every repetition, you can find the information faster. Repetition is the secret to good memory, but it does not mean repeating the same thing, the same way every time. If you practice your learning in different ways, your brain connections get stronger. For example, when you hear the word, you connect one way. When 7 8 you write the word, you connéct a different way. Each time you add new connections to the word, you make the memory stronger. Repetition and practice are the keys to remembering what you learn. 3 long-term memory: the type of memory that stores information for a long period of time

なぜ3の倍数を示すのでしょうか？ よろしくお願いします

12 約数と倍数,余り Example 12 ★★★★★ o (16 自治医大) は何個あるか。 解答 りで分類し,n, n+2, ることを示す。 3の倍数であることを示 形で表される。 す。 Support 3の倍数で素 数であるものは3のみで [1] n=3k のとき nは3の倍数である。 [2] n=3k+1 のとき n+2=3k+3=3(k+1)であり, k+1 は整数であるから, n+2 は3の倍数である。 ある。 [3] n=3k+2のとき n+4=3k+6=3(k+2) であり, k+2は整数であるから, n+4は3の倍数である。 [1]~[3] から, n, n+2, n+4のいずれか1つは3の倍数で ある。 よって, n, n+2, n+4がすべて素数であるとき,いずれか1 つは3である。 n=3 のとき, n+235, n+4=7 であるから, n, n+2, n+4はすべて素数である。 n+2=3 のとき, n=1 となり, 1は素数でないから, 不適。 n+4=3 のとき, n=-1 となり, 1<n\100 を満たさない から,不適。 以上から, n, n+2, n+4がすべて素数となる整数nは, n=3 の1個である。 答

至急！！ 何か良い例はあったら教えてください！ 全く思いつかなくて…

3 Think about the process of doing something, and make a quiz like the following example. (あることをする手順を考え,下の例のようなクイズを作りなさい。) (例) First, put your money in the machine. Next, choose your destination and press the button for that place. After that, take your change and your ticket. Finally, insert your ticket into the machine at the entrance. What am I explaining? 5 Answer: You are explaining how to get on a train. What am l explaining? - Answer: You are explaining how to

わかりやすく説明お願いします🤲

65 25分 Complete 66 25分 *65(1) 関数 f(x)=|x\(e*+a) は x=0 において微分可能であるとする。この とき、定数aの値を求めよ。 [14 愛媛大) |-x+2x+1(x<2 のとき) x2+ax+b (2<xのとき) (2) 関数 f(x)=" がx=2 で微分可能となるよう な定数a, bの値を求めよ。 (15 愛知工大)

漸化式と数学的帰納法が苦手なんですがどうしたらいいですか？

Out of〜からの文がよく分かりません… ①文の構成がどうなっているのですか？ ②out ofがついているので「脳に提示されていない全ての情報」かと思ったのですが、和訳は違いました。 Out ofはどのように訳されているのですか？ 易しめに教えてくださいm(*_ _)m... Read More

eeilig 5 what we see as see what we believe. but \of the ( 4 ), which works as a sort of selecting machine. Out of all tb。 images presented to it it chooses for recognition , those that fit most closely with the world learmed by past experience. ant to pive a few more examples to show how what the brain has learned

(3)の緑で丸しているところを具体的に教えて下さい。

21:55 Example 11 ★★★★★ +S+E 3 an a=3, an+1= 2 (n=1, 2, …)で定められる数列 {an} がある。 an (1) 不等式 an>V6 を証明せよ。 (2) 不等式 an+1一V ー16<-(an-16)° を証明せよ。 (3) lim an を求めよ。 (17 大阪府: n→ 0

分詞構文です。 よく分からないので解説と答えを教えてほしいです。 お願いします。

語法 【4th Edition) pp.86 ~93 (問題番号 134~157) 学習日 第6章)分詞 年 月 日 9別冊解答 pp.22 ~ 24 空所に入る最も適切な語(旬)を選びなさい。 6は( しく並べ替え,7は空所に入る適語を記し, 8は下線部と同じ意味を 表すものを選びなさい。 )内の語を正 STEP 最重要 問題 1 1 Who is the fat man ( -6 ) in the corner? の to sit 2 sitting 3 sits ) sit (青山学院大) 2 Some of the people ( の invited ) to the ceréemony couldn't come. invine を指く 2 who invited ③ inviting の were invited (濁協大) 3 Ididn't kmow John's address. So I wasn't able to contact him. ) John's address, I wasn't able to contact him. O Not to know 2 Not known ③ Not knowing ① No knowing (駒滞大) 4 ( ) from a distance, the rock looks likea human face. O Seeing 2 Having seen ③ Seen の To see (成諜大) 5 All things( D consider ),we can say Mary is an excellent nurse. ② to consider ③ considered ④ considering (日本女子大) 6 私の乗る列車は7時に出て11時にロンドンに着く。 My train (arriving / starts / London/ at / in / seven,) at eleven. (四天王寺国際仏教大) 7 When she stood on the beach, Mary could feel the wind blowing through her hair. ) on the beach, Mary could feel the wind blowing through her (大東文化大) hair. よったく、足全が 8 After he had completed the task, he enjoyed a holiday. 2 Having been completed の Being completed 0 As he was completing (亜細亜大 ③ Having completed