フォーカスゴールド数Ⅲ練習17の複素数平面についての問題です。 写真は1枚目から問題、模範解答、私の解答です。 私の解答だとどうして解けないのか分かりません。 この方法では解けないのでしょうか、解けるとしたらどのように解くのでしょうか。教えていただけると嬉しいです🙇‍♂️

(1-√3i) (1−i) (1) (2) (1+in+(1-√3 i)=0 を満たす自然数nはどのような自然数か. p.70 16 19

この英文に出てくる「proportion」の訳が「関連性」となっているのですが、辞書で調べてもこの意味が出てきません。何故こういう訳になるのでしょうか。

tern or theory which gives the facts meaning, order and signifi- cance. For example, no one can look at a brilliant night sky without 10 emotion, but the realization that the earth and planets move in great orbits according to simple laws gives proportion and significance to (4) this experience. C 2 3

このような文でカンマが多すぎてどこの文の一部なのかわからなかったり、どこにかかってるのかわからなかったりします、 99ならto pay ,in goldってto pay できって新しいことを話し始めるのかと思ったら修飾してたとか これって全部文脈はんだんなんですか？

by any CD (99) 107 bio ab 9di nood end : p.198 99 The paper currency appearing in the 19th century English novels consists of notes issued by individual banks and not by a central government authority. In the 19th century virtually any bank, large or small, could issue its own notes representing a promise to pay, in gold, the stated amount to the bearer upon demand. * :p.200 100 Unfortunately, for the past century some humanists have been at odds with technologists, viewing technology as a harmful force beyond their control all the more intolerable because of its human origins. This attitude is part of the humanist's traditional focus on the past and unwillingness to embrace either the art or technology of the present. mwors 978rl gw indi

文章を読み200字以内の日本語で要約して欲しいです

Ⅰ 以下の英語の文章を200字以内の日本語で要約しなさい。 ad a We often forget that an important part of "scientific" knowledge was built on the study of alchemy and other magical practices Alchemists were interested in changing certain metals into more valuable ones For example they tried to change lead into gold, However, they also wanted to produce medicines (that would allow people to live forever or cure any disease. The philosopher's stone is known to us today from the Harry Potter series of To novels and movies This magical stone was believed to have enormous powers and make you capable of doing and knowing pretty much everything. 可能にする *John Dee was an alchemist (who was particularly interested in the problem <of foretelling the future from the positions of the stars and other planets He was also an expert in ordinary mathematics and navigation, One of his most * ふつう fell important projects involyed, research (on a universal language (for 巻き込む communicating with angels!Dee was extremely successful He made a lot of money/had (extremely high status (in universities and government, and owned one of the best libraries in Europe/much of it dedicated to magic. 捧げる However towards the end of the sixteenth century/ideas about magic were changing. Many Christians in England were unhappy(that people were still キリスト教入 communicating with the spirit world which was one of the goals of sixteenth century magicians, As you know Japanese people welcome the spirits of ancestors into the house during the Bon festival European Christians were not happy (about that kind of thing, and they complained (about similar European festivals like Halloween) At the same time, many Christians were afraid that alchemists might be trying to steal God's power. As a result, there was a powerful movement to shut down magic once and for all. 禁止する ALE V n You may be familiar with the Japanese manga and anime series *Fullmetal 45% a Alchemist./The story takes place (in a fictional world in which alchemy continues to function as a normal part of scientific knowledge For example> the heroes (of the series are searching for the philosopher's stone,/and alchemists carry out important work(on behalf of the government/If our 利益 modern world had developed (in the same way as the world of Fullmetal Alchemist people like John Dee would probably have continued to do well. In fact, he lost his jobs and money and died in poverty. 1

for us はなんのためにあるのですかまた、どう訳せば良いのでしょうか？

Our Asian cultures teach us moderation in everything we do, and it is not for us to conquer nature but rather to live in harmony with it. We should refuse to join in the rat race that causes high blood pressure and heart attacks. The quality of a good life seems to me to be made up of living simply, closer to nature. 【全文訳】 私たちのアジアのル」 た

(1)と(12)の並び替えです！並び替えたらどのような文になるのか教えてください🙇‍♂️

5 日本文と同じ意味になるように[ ]内の語句を並べ替え,〔〕の中で3番目と6番目にくる語句の番号を書き なさい｡ (1) 5,6か月くらいで仕事は終わります。 [1. months 2. to 3. and 4. from 5. five 6. six 7. anywhere〕 our work will be over.

この文章のin the past few yearsを私は過去数年と訳したのですがこれは間違いでしょうか?

このよ す。 ま "詞の働 ゆえ (解説・解答→別冊: p.9) 演習 16 次の英文の下線部を訳しなさい。 Much has been written in the past few years about the bond between AR people and their pets. Pets help keep us young: they decrease loneliness, and they give us the opportunity to be needed. (同志社女子短大) きずな 演習: 語句 bond 絆 / between A andB「AとBの間で、のに)」 / decrease [vt] を減らす / loneliness 名寂しさ no 33

この文の訳し方を教えてください🙇‍♂️

Scientific knowledge is based on observations of the natural world. But observing the natural world is neither as simple nor as solitary an activity as it might sound.

長方形で囲んでいるところなんですけど、どうして等比数列ですか？bn+1=2(bn-1)だったらわかるんですけど、左側に謎にマイナス一がついててよくわかりません。お願いします。

498 105tの1次式) 型の漸化式 次の条件によって定められる数(a)の一般項を求めよ。 -3, -20.-n CHART VOLUTION 漸化式 past (n の1次式) (1) ①1 階差数列の利用・・・・・・[2] ② +(n+1)=pla-f (n)) と変形 ・・・・・・ また ①から 更に 2の変形については右ページのズームUP を参照。 下の解答は山の方針による解法で、別解は②の方針による解法である。 +2=2x+1- (n+1), an+1=2an-n 辺々引いて bn=ants-an とおくと an+2ax+1=2(an+1−αn)-1 bx+1=2b-1 b₁-a₂-a₁=(2-3-1)-3=2 b-1-2(bn-1) 'b1-1=1 ゆえに,数列{bm-1} は初項1,公比2の等比数列となり bn-1=1.2"-1 b=2-¹+1 すなわち よって, n≧2のとき カー1 5 (21+1)=3+2"-1+(n-1) 2-1 k=1 =2"-1+n+1 α=3であるから, この式はn=1のときにも成り立つ。 したがって an=2"-1+n+1 別解 an+1=2an-n を変形すると an+1- (n+2)=2{an-(n+1)} jan+1=2an an+1 - an= +(n-1) から an+1を an=2n-1. 1-S α=2a-1 を a=1 また a₁-(1+1)=3-2=1 ゆえに, 数列{an- (n+1)} は, 初項1,公比2の等比数列と なり an-(n+1)=1.2-1 したがって α=2"-1+n+1 azza-n inf. bn=27-1 た後は 求めて <-n=12 20+1+ この変 参照。

三角関数の合成をし、最大値と最小値を求めたところ、最小値の答えが合いませんでした。考え方が分からないので、どなたか解説して欲しいです。また、間違っているところがあれば指摘お願いします。

π (6) 0≤ 0≤ であるとき, 2cos' + (sin0+3cos 0)' の最小値は で, 0)² 2 最大値は +1 与式をfilo)とおく。 f(0) = 2 (05³0 + (sino + 3 (050) ² 2 である. the 3 11 209550 + sin³6 +91650 + 6 sin cos = sino + 11 1050 + 6 sino cos 0 f 8.S 1- (05²0 + 11 (1+ (0520) + 3 sin 20 cos20) —-—19520 + — + 11/16520 + 3 sinal = 3 sin₂0 + 5 co5₂0 + 6 = √ot sim (30++)+6 (VAIA aj wÅ) よって、f(0)の最小値はもって PARK II it √39 +6 020 7 0 sin 20 s 6 √² √34 sin20 6.