: mathematics 印をつけたところの 変わり方が なぜそうなるのか分かりません 💧‬ マイナスが無くなる時に (aーc)以外が変わらないのが 何故なのでしょうか 教えていただきたいです ( . .)"

=-(b-ca-ba-c) =(a - b)(b-c)(c-a)

例題16 (2)の問題です。因数分解です。 2枚目自分で解いたものなのですがなぜこの答えではダメなのか、どこで間違えているのか教えて欲しいです。 よろしくお願いいたします。

基本 例題 16 因数分解 (対称式・交代式 ) 次の式を因数分解せよ。 (1) a(b+c)2+b(c+a)+c(a+b)-4abc ② x(y2-22)+y(z2-x2)+2(x²-y2) 20 CHART & SOLUTION 対称式・交代式の因数分解 1つの文字について降べきの順に整理する どの文字についても次数は同じ。 どれか1つの文字に着目して整理する。 (1) a²+a+ (2) x²+x+ 解答 (1) α(b+c)2+b(c+a)+c(a+b)2-4abc =a(b+c)2+b(c2+2ca+α)+c(a²+2ab+62)-4abc =(b+c)a²+{(b+c)2+2bc+2bc-4bc}a+bc2+b2c =(b+c)a²+(b+c)2a+bc(b+c) =(b+c){a²+(b+c)a+bc} =(b+c)(a+b)(a+c) =(a+b)(b+c)(c+α) (2)x(y2-22)+y(z2-x2)+2(x²-y²) 1=(-y+z)x2+(y2-22)x+yz-yz L =-(y-z)x2+(y+z)(y-z)x-yz(y-z) =-(y-z){x2-(y+z)x+yz}] =-y-z)(x-y) (x-z) =(x-y) (y-z)(z-x) INFORMATION 00000 [(2) 鹿児島大 ] 33 基本 14.15 1章 aについて降べきの順に整 理する。 ●aka+● ← (b+c) が共通因数。 これを答えとし 輪環の順に整理。 について降べきの順に整 理する。 ●x²+x+● (y-z) が共通因数。 これを答えとしてもよい。 輪環の順に整理。 3つの文字についての式は,なるべく輪環の順に書くようにすると 防ぐことができる。 因数分解

: mathematics 写真の問題の 2行目から3行目までの過程が わかりません 💧‬ わかる方 回答お願いします ( . .)"

(6) (a+b+c)(ab+bc+ca)-abc =(a+(b+c)(b+c)a+bc}-abc =(b+c)a2+ abc+(b+c)((b+c)a+bc)-abc =(b+c){a²+(b+c)a+bc}=(b+c)(a+b)(a+c) =(a+b)(b+c)(c+a)

it’s an essential skill, something you need for everyday activities, whether that’s finding out the news by reading a newspaper or buying... 続きを読む

Phil Hello. This is 6 Minute English from BBC Learning English. I'm Phil. Beth And I'm Beth. Are you a big reader, Phil? Phil Sure, I enjoy reading - and it's also a great way to pass the time on my daily commute to work. But reading isn't just a nice thing to do - it's an essential skill, something you need for everyday activities, whether that's finding out the news by reading a newspaper or buying groceries by reading the labels. Beth And that's why I was shocked by a recent UN report estimating that around the world over 700 million adults are illiterate, which means they can't read or write. Phil Wow! That's a huge number of people excluded from doing basic day-to-day things. So, what can be done to get more adults reading and writing? In this programme, we'll be hearing about projects in two very different countries trying to do just that. And, as usual, we'll be learning some useful new vocabulary as well. Beth But first I have a question for you, Phil. I mentioned a recent UN report on the high numbers of people unable to read and write, but illiteracy is not a new problem. Since 1967, the UN has been highlighting the importance of literacy, being able to read and write, with a day of celebration called International Literacy Day. But when does it take place? Is it: a) the 8th of March? b) the 8th of June? or, c) the 8th of September? Phil I think International Literacy Day is on the 8th of September. Beth OK, Phil, we'll find out if that's correct at the end of the programme. The biggest reason people grow up illiterate is not going to school, and that's especially true for people living in the coastal towns of Bangladesh. Because these towns flood regularly, families are always on the move, making it hard for children to get an education. Phil The Friendship Project teaches reading and writing to groups of Bangladeshi women and girls. They also teach numeracy which means the ability to do basic maths like counting and adding up. Here one student, Rashida, explains the impact it's had on her to BBC World Service programme, People Fixing The World: Rashida My parents never sent me to school and I've suffered from not being able to read and write. My children were embarrassed that I was illiterate. I couldn't even do basic accounting. Until now, I've had to use my fingerprint as a signature as I was illiterate, but now I can sign my name because I can read and write thealphabet, and I'll also be able to keep an account of my expenses. No one can cheat me anymore. Beth Before the Friendship Project, Rashida couldn't write her signature - her name written in her own handwriting. Instead, she had to use her fingerprint. Now, Rashida has learned the alphabet and also some basic maths, so she knows how much money she's spent, and how much she has left. This means no-one can cheat her, can trick or swindle her into taking her money.

ド・モルガンの法則についてです‼️ 上のバーみたいなやつについてなんですけど、 AからBに1本にかかってるのと、AとBそれぞれにかかってるバーの違いを教えて欲しいです💦

ド・モルガンの法則 AUB=ANB, ANB=AUB C

この14の（2）なのですが、途中（x²+3xy+2y²）が2つ出てきます。そこで共通因数をくくりだすと書いてあるのですが、どうもしっくり来なくて、、、 因数分解後、2セット？あるけれど二乗にならないのですか？語彙力なくてすいません🙇‍♀

00 +2282 2 2 (x+3xy+2y +(xキ3x+2y2 2 0 共通因数 (大)(な)エースで (y)(x+) くくり出す ((+2y)² (x + y)² (x + z ) (+)(x+2)(x+2)

(2) のベン図のBの部分に2と9が入るのはなぜですか？

解 64 基本 例題 35 2つの集合と要素 00000 (1) U=(1, 2, 3, 4, 5, 6, 7} を全体集合とする。 Uの部分集合 A={1, 4), B={2, 4, 5, 6} について, 集合 ANB, AUB, AUB を (2) 全体集合 U={x/1≦x≦10, xは整数} の部分集合 A, B について、 A∩B={3, 6, 8), A∩B={4, 5, 7}, A∩B={1, 10} とする。 求めよ。 このとき, 集合 A, B, AUB を求めよ。 CHART 集合の要素 OLUTION ベン図の活用 p.62 基本事項 1 基本38 集合に関する問題は,ベン図 (集合の関係を表す図) をかくとわかりやすい。......!! (1) まず, A∩B の要素を求めて図に書き込む。 そして, A,Bの残りの要素を 書き込んでいく。 (2)要素のわかっている集合 A∩B, ANB, A∩B が図のどの部分かを調べて、 その要素を図に書き込んでいく。 (1) A∩B={4} よって, 右の図のようになり B 2 A∩B A∩B={2,5,6} AUB={1,3,4,7} AUB={3,7} (2)条件から、右の図のようになり U A={1,3, 6, 8, 10} 4 1 B={2,3, 6, 8, 9} 5 10 7 AUB ={1,2,3,6,8,9,10} 2 3/6/8 6 AUB B 基本 例題 36 実数全体を全体集合 C={x|k-5≦x≦k (1) 次の集合を求め (ア) A∩B (2) ACCとなる CHART SOL 解答 不等式で表され 集合の要素が入 すとわかりやす その際、端の で表しておく 例えば,P= (1) 右の図から (ア) A∩B={x|- (イ) AUB={xl (ウ) B={xx<- (エ) AUB={x| (2) ACCとなる k-5-2 6≦k+5 が同時に成り立 ①から k≤ 共通範囲を求め INFORMATIO (2) において, ACC′ となる A AUB すなわち, 1 置する会体 PRACTICE... 35% ② (1)=1,2,3,4,5,6, 7, 8} を全体集合とする。 Uの部分集合 A={2,5, B={1, 3, 5} について, 集合 ANB, AUB を求めよ。 (2)1桁の自然数を全体集合ひとし その2つの部 A∩B={3, 9}, A∩B={2,4 Bを求めよ。 6) PRACTICE･･･ 3 B={x|-3< (1)次の

vision questⅡ English expression hope81ページ A.B.C.D.E、1.2.3答え教えて下さい。 お願いします。

Part 2 Practice 1 次のパラグラフの ①~③に入る適切な語句を,下のA.E.の中から選びなさい。 ), they love watching games or matches on television. There are a lot of sports programs on TV, especially on weekends. They also go to stadiums and watch sports live. ( ② ), they enjoy playing sports ( ③ 3. ) basketball, soccer, baseball, softball, and volleyball. A study shows that more than half of American high school students belong to a sports team. Many Americans enjoy sports in various ways. ( A. such as B. for example C. instead D. furthermore E. according to 1 ( ) ②( )③( )

数学　数列 ⑵の赤線のところで、この44.45などのように、条件に合う数の見つけるにはどう計算すれば良いですか？

例題17 M,A,T,Hの4文字をこの順に繰り返し並べた文字列 MATHMATHMATHMATHMATHMATH･･････ (※) がある。 この文字列(※)の先頭からn個の文字を第n群として,第1群 から順に並べた文字列(※)をつくる。 第1群 第2群 第3群 第4群 第5群 第6群 M | MA | MAT | MATH | MATHM | MATHMA | M……(※※)

長文読解などの問題がどうしても自力で解けなくて、コツを教えて頂きたいです🙇🏻‍♀️ 画像のような問題です。

5 OKATO Chapter 14 14 A 人権 256 words Time: 35 minutes Reading 20分 Many famous B-21 Sammy Sosa, Darryl Strawberry, Hideki Matsui. baseball players are people of color*. But not so long ago, only white people* could play Major League Baseball* in the United States. The first person of color to play for a Major team was Jackie Robinson. And he became one of the game's greatest players.radiom Until 1947, Jackie Robinson played for the Negro League*. Only B-22 African-Americans played for their teams. But in 1947, the Major League Brooklyn Dodgers asked him to play for them. In his first year, he became the team's strongest player. The team won many 10 championships* after that. Many fans loved Jackie Robinson. But (2)some people hated him, B-23 only because of his skin color. Some other players did not talk to him. Fans of the other teams threw things at him. He felt very sad, but he was strong. He continued to play. Because of his success, many other African-American players could join the Major Leagues. In one game, players from the Atlanta Braves said bad things to B-24 Jackie Robinson. Then, (4)another Dodgers player, Pee Wee Reese, Secame angry. Pee Wee went over to Jackie and hugged him. Pee Wee aid to the Braves, "Jackie is my teammate, whether you like it or not." ckie knew Pee Wee was a good friend. Many more people became kie's friends after that. 06:2 Today, players of all colors and all countries play Major League -ball. But when you think of Ichiro or Matsui, think of Jackie son. He was perhaps the most important baseball player ever. (5) le of color white people [AJ League Baseball 「メジャーリーグベースボール」 Negro League 「黒人リーグ」 championship 「優勝する」 hug 「~を抱きしめる」 B-25 左の英文を読んで、 以下の間に答えなさい。 1. 英文の主旨として最も適切なものを以下から1つ選びなさい。 Jackie Robinson was a player for the Atlanta Braves. Jackie Robinson's success changed Major League Baseball. (3) Jackie Robinson is remembered for his strong pitches. 速読問題 Jackie Robinson fought against many people in the Negro League. 2.下線部 (1) を和訳しなさい。 3.下線部 (2) の理由を日本語で具体的に書きなさい。 4. 下線部 (3) を、 his の内容を明らかにして和訳しなさい。 文 5.下線部 (4) の理由を日本語で具体的に書きなさい。 6. 下線部 (5) を和訳しなさい。 1840 ☐ (1.2) only ☐ (1.5) great ☐ (12) skin 精読問題 ☐ (1.6) until (1.9) strong (11) fan ☐ (11) love (LII) hate (113) threw <throw (13) felt < feel ☐ (1.13) sad join ☐ (18) become angry ☐ (1.18) go over to (1.19) teammate (119) whether ~ (1.24) perhaps (14) continue (1.15)