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英語 高校生

問題を解いたのですが答えがないので分かりません💦 教えてください😭

PP UNIT 7 Reading 忌み数(縁起の悪い数字)を意識して行動することがありますか。 テーマ 思想・哲学・宗教 Which number sounds lucky or unlucky to you? In many cultures around the world, people believe that some numbers are unluckier than others. In most Western cultures, many people consider the number 13 to be unlucky. In the United States, for example, many cities do not have a 13th street; many buildings 5 do not have a 13th floor. You might have seen the 13th floor (0) as 14 in ~412 the elevator. *superstition incomplete O 文法項目 分詞① (補語になる分詞) Track 35-36 There are also those who believe that Friday the 13th is an unlucky day which many things can go wrong. The exact origin of "superstitions about Friday the 13th remains unknown. 10 However, superstitious fears about this date have grown and spread over the years, thanks, in part, to unfortunate events. In the 19th century, a ship - the HMS Friday - which was launched on a Friday the 13th, disappeared at sea. On a Friday the 13th in 1992, an earthquake in *Turkey killed thousands of people. It is surprising, though, that the number 13 is considered unlucky in the United 15 States. The country was originally divided into 13 states. On the dollar bill there is a picture of an "incomplete "pyramid with 13 steps. The "bald eagle carries an "olive branch in one of its "claws with 13 leaves and 13 *berries on it. In the other claw it is holding 13 arrows, and above its head there are 13 stars. In different cultures, other numbers are believed to be unlucky. In Japan, Korea 20 and China, for example, people consider the number four to be unlucky because th *pronunciation of the word meaning four is very similar to the pronunciation of th word that means death. Many hotels and hospitals in these countries do not have room number four. Also, people (4) give a gift consisting of four items. Turkey Note HMS Friday 戦艦フライデー -one on (302 word

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英語 高校生

問題を解いたのですが、答えがなくて分かりません😭 教えてください🙏

中間 UNIT 7 Reading 1 忌み数(縁起の悪い数字)を意識して行動することがありますか。 テーマ *superstition incomplete 未完成の pyramid ピラミッド 思想・哲学・宗教 VED Which number sounds lucky or unlucky to you? In many cultures around the world, people believe that some numbers are unluckier than others. Turkey In most Western cultures, many people consider the number 13 to be unlucky. In the United States, for example, many cities do not have a 13th street; many buildings 5 do not have a 13th floor. You might have seen the 13th floor ( 1 ) as 14 in ~412 つまり the elevator. There are also those who believe that Friday the 13th is an unlucky day - one on への人々 which many things can go wrong. The exact origin of *superstitions about Friday the 13th remains unknown. 10 However, superstitious fears about this date have grown and spread over the years, thanks, in part, to unfortunate events. In the 19th century, a ship - the HMS Friday which was launched on a Friday the 13th, disappeared at sea. On a Friday the 13th in 1992, an earthquake in *Turkey killed thousands of people. Note It is surprising, though, that the number 13 is considered unlucky in the United 15 States. The country was originally divided into 13 states. On the dollar bill there is a picture of an *incomplete *pyramid with 13 steps. The *bald eagle carries an *olive branch in one of its *claws with 13 leaves and 13 *berries on it. In the other claw it is holding 13 arrows, and above its head there are 13 stars. In different cultures, other numbers are believed to be unlucky. In Japan, Korea, 20 and China, for example, people consider the number four to be unlucky because the *pronunciation of the word meaning four is very similar to the pronunciation of the word that means death. Many hotels and hospitals in these countries do not have a room number four. Also, people (4) give a gift consisting of four items. bald eagle ハクトウワシ olive オリーブ claw かぎつめ berry # pronunciation 分詞① (補語になる分詞) Track 35-36 (302 words) Note HMS Friday 戦艦フライデー 金曜日に航海を開始すると不運にみまわれるという迷信を払いの けようと、英国海軍がジェームズ・フライデー船長の指揮下で金 曜日に出港させたが, 直後に消息を絶った。 広く語られているが, 史実としてその存在は裏づけられていない。 HMSはHis [Her] Majesty's Ship [Service] の略で 「英国海軍艦 いう意味 ア 1 2 (5

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数学 高校生

この問題の意味は分かるのですが、階差数列の公式がいまいちわかりません。k -1乗だったら、シグマの上のn -1をkに入れて、3のn -2乗になるんじゃないんですか??初歩的な質問ですが、丁寧に教えていただきたいです!!

基本例題 117a.niba.+(n の1次式) 型の漸化式 DE TÚRINA CAMINI PRO ART 4 a=1, an+1=3an+4n によって定められる数列{an}の一般項を求めよ。 基本 116 p.560 基本例題116の漸化式an+1=pan+g の g が定数ではなく, nの1次式となってい る。このような場合は,nを消去するために階差数列の利用を考える。 CHART 漸化式 an+1= pan+(nの1次式) 階差数列の利用 an+1=3an+4n an+2=3an+1+4(n+1) ②-①から an+1-an= bn これを変形すると ① とすると an+2an+1=3(an+1-an) +4 n≧2のとき <a b1+2=a2-a1+2=7-1+2=8 よって,数列{bm+2} は初項 8,公比3の等比数列で n-1 2 bn+1=36+4 bn+1+2=3(6+2) +2=8.31 すなわち bn=8・3-1-2...... (*) an=a+2(8.3k-1-2)=1+ k=1 =4・3"-1-2n-1 ...... ③ 83-1-1) 3-1 00 -2(n-1) ①のnにn+1 を代入する と②になる。 差を作り, n を消去する。 <{bn} は{an}の階差数列。 <α=3a+4 から α=-2 <az=3a+4・1=7 n≧2のとき 7-1 an=a₁ + Σbk n=1のとき 4・3°-2・1-1=1 a=1であるから, ③はn=1のときも成り立つ。 したがって an=4.3”-1-2n-1 (*)を導いた後, an+1-αn=8・3-1-2 に ① を代入して α を求めてもよい。 初項は特別扱い (検討) {an-(αn+β)} を等比数列とする解法 別アプ例題はαn+1=pan+(nの1次式) の形をしている。 そこで, f(n)=an+βとおき, ローチ ① の形に変形できるようにα, an+1=3an+4n が, an+1-f(n+1)=3{an-f(n)} β の値を定める。 ①から ゆえに an+1-{a(n+1)+B}=3{an (an+B)} an+1=3an-2an+α-2β これと an+1=3an+4n の右辺の係数を比較して -2a-4, a-28=0 って α=-2, β=-1 ゆえに f(n)=-2n−13.0=20 ①より、数列{an- (−2n-1)} は初項α1+2+1=4, 公比3の等比数列であるから an-(-2n-1)=4・3-1 したがって an=4.3" 1-2n-1 563 +X 3章 117 = -2, an+1=-3α-4n+3によって定められる数列{an}の一般項を求めよ。 6135 1619 15 5 漸化式と数列

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