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$\left(8\right)$ $-\left(-2\right)^{2}\div \left(-3\right)^{3}=$ $\left(9\right)$ $\left(-2\right)^{4}\div \left(-5\right)^{2}=$ $\left(10\right)$ $-\left(-2\right)^{3}\div \left(-1\right)^{3}=$ $\left(11\right)$ $\left(-1\right)^{6}\times \left(-2\right)^{3}=$ $\left(12\right)$ $-\left(-3\right)^{3}\times \left(-1\right)^{5}=$ $\left(13\right)$ $\left(-1\right)^{8}\div \left(-2\right)^{5}=$ $\left(14\right)$ $\left(-3\right)^{3}\times \left(-3\right)^{2}=$ $\left(15\right)$ $-\left(-2\right)^{6}\div \left(-4\right)^{3}=$
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search-thumbnail-36 Hope and optimism are forces that stimulate, bring out, and 39. 주어진글다음에이어질글의 순서 로 가장 적절한 것은 ? ( 3 점 )
영어 영역 $7$ $36$ Hope and optimism are forces that stimulate, bring out, and 39. 주어진 글 다음에 이어질 글의 순서로 가장 적절한 것은? (3점) magnify change. Virtually every Olympic athlete, every great leader, and many survivors of terrible accidents and terminal It is difficult to appreciate the complexity of the brain illnesses are hopeful and optimistic. They think about their because the number of neurons existing in the brain is so huge goals and winning, and focus on the purpose in their lives. that it goes well beyond our everyday experience. The They imagine going beyond dhe obstacles and sometimes even average brain consists of one hundred billion neurons. make the barriers and threats their "friends" by laughing and $\left(A\right)Eyc1$ if you gave away $n1nd\pi -0|3n$ bills once a second, it thinking positively. They admit that it is not really helpful for would take you $l11\pi y-m0$ years to pass them all out. This is a their growth to have vague hopes of what seems to be impossible. lot of neurons, but the real power and complexity of the brain Whether they win or lose, their lives are better for being (and of thought) come through their connections hopeful, which also makes pcople around happy. (3점) (B) If you did this $ycn1y-f0n\pi $ hours a day, 365 days a year, without stopping, and if you had started on the day that the historical figure Jesus was born, you would by the present day only have gone through about two thirds of your money (C) Suppose cach neuron was one dollar, and you stood on a street corner trying to give dollars away to people as they [37~38] 글의 흐름으로 보아, 주어진 문장이 들어가기에 가장 적절한 passed by, as fast as you could hand them $00x-1cx5$ say one 곳을 고르시오. dollar per second. 37 .ncuron뉴런, 신경 세포 D $A\right)-\left(C\right)-\left(B\right)$ 2 $B\right)-\left(A\right)-\left(C$ This is because the dog knows, purely on the basis of logic 3 $B\right)-\left(C\right)-\left(A\right)$ $④\left(C\right)-\left(A\right)-1B$ that is, without having to deterrmine so by snifffing $-1hai$ the 5 $C\right)-\left(B\right)-\left(A$ rabbit has gone right. It is said that dogs exhibit a grasp of logic by reasoning things out. () Suppose a dog is chasing a rabbit through a forest when it comes to a fork in the path. () The dog does not know which way the rabbit has gone, but it knows that the rabbit has gone left or right. () The dog sniffs down one path say, the left $0nc-5\right)n$ to pick up the scent. ( )If it does not detect the scent, then it simply runs down the right path, without stopping to pick up the scent. ) The rabbit must have gone 40. 다음 글의 내용을 한 문장으로 요약하고자 한다. 빈칸 (A)와 (B)에 right, because it had to go left or right, and it did not go left, so 들어갈 말로 가장 적절한 것은? that leaves only the possibility that it went right. (3점) •fork갈림길, 분기점 Nature does not regard weeds as a separate category. The definition by the Weed Science Society of America is that a weed is a plant growing where it is not desired. Desire is a human trait, and therefore a particular plant is a weed only in terms of human attitude. Ecologists speak of "weedy plants," but often their use of the term is affected by preconceptions of 38 the role of vegetation on a particular site. People say that a plant in a certain place is of no value and arbitrarily assign it Then in 2007, Lavis's son Dan died in a $w0\pi k-rcla1cd$ the insulting term "weed." In short, weeds are regarded as the accident lowest of the kingdom of flowering plants not because they are naturally harmful but because they are perceived $10b3$ John Lavis, a $s1x0y-50-yc3r-01d$ resident of the town of harmful to us "preconception에상 Mississauga, Ontario, father of four, was dying of heart failure in 1995.()His heart had failed during $nP\left(c-byp2s$ surgery, and tempo artificial heart as placed into his body. (@) Fortunately, a donor heart was transplanted into him when he was $2s$ $son\right)cpl2n5$ $\left(B\right)$ are called (A) because they are not seen to humans on the brink of death. () His daughter $cca11cd$ "We were thankful that my father received the biggest gift he will ever (A) receive his life was given back to him." (@ ) Motivated by weeds $\left(1m111xt$ $lcs1n2b16$ $\left(B\right)$ this experience, Lavis's children all signed $0\pi g2n-don0$ cards, weeds thinking that this act was the least they could do. ( ) Eight 3 herbs poisonous pcople benefited from Dan's decision to donate his organs. 4herbs desirable .riplebypass surgery삼중 협관 우회 수술 crops familiar 고 $-2014-$ $-4$ 월 영어
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search-thumbnail-2. I'm going fo go to the library after school . 시간 의 전치사 after , around , before , for ) 3 너의 책 은 탁자 ( y " 있다 .
CHAPTER 7 @ Unit 전치사 1. The movie starts af in0 thirty. 시간의 전치사 at. in, on) 01-05.06 2. I'm going fo go to the library after school. 시간의 전치사 after, around, before, for) 3 너의 책은 탁자 ( y" 있다. 3. Your book is on the table. <장소의 전치사 at, in, on> ,강소의 전치사에는 ot, in, on 등이 있다. 4.I put my bag under the desk. 장소의 전치사 near, over, under> )(): 비교적 좀은 강소를 나타세 때 (t scho, at hoe) 위에): 어떤 장소의 위에껍축하4) 있는 거을 나타낼 때 (on the dek, on 5. They walked across the street. <방함의 전치사 across, along. through, to> )-"): 비교적 널은 갓소나 어떤 것의 내부를 나타내 때 (n Serpu) the wal) $yA1tec$ . M Madrid. 나는 마드리드에 산다) $\div \div \div $ (오1 $c$ $ag0\geq 944\left($ 는 명사나 대명사 알에 쏘어서 시간, $+4$ $y\right)4\right)$ $+0$ 등을 나타낸다. 시간의 (2) There is a picture ( the wall. (에 그림 하나가 있다) 01-01,02 ·전전치치사사에는 o, in, on 등이 있다. (3) They met him ( yP the restaurant. C들은 그를 식당에서 안났다) )': 구체적인 시간, 특정한 시점을 나타낼 때 (at 5:30, at midnight) (4) 1 will perform ( y this city. (나는 이 도시에서 공연합 것이다.) )': 월, 언도, 계절 등 비교적 긴 시간을 나타낼 때 (in July, in 2012, In winter) ):: 날짜, 요일, 특정한 날을 나타낼 때 (on June 2nd, on Sunday, on Now Yoar's Da) $hcfob\left($ )" 1971. (나는 1971년에 그 일을 시작했다.) y" the morning. (그는 아침에 조깅하는 것을 좋아한다) 4 나는 책상( y 내 가방을 두었다. 01-07.08 $\left(1\right)1stancd$ $\left(2\right)Helikcs$ $toiog\left($ $1caycs$ y 12:15 p.m. (그 기차는 오후 12시 15분에 떠난다) ·강소의 건치사에는 near, over, under 동이 있다. )" (~근처에): near here, near the tus ttop (3) The train (4) My sister $csoin$ $t0com$ ( y" Monday. (나의 여동생은 월요일에 올 예정이다. )" (~위에) : over the rot, over her heod ) (~아래에) : under the desk, under the troe (1) The mouse is ( )» the chair. (생쥐는 의자 말에 입다) (2) The moon is ( )" the roof of my house. 이 우리집 시장 위에 있다) famous shop ( " here. (이 근처에 유정한 상점이 있다.) $\left(3\right)mccisafa$ $\left(4\right)D0y00liyc$ ( )" here? (니는 이 근지에 사니? (오 2떼 나는 방과 후에 도서관에 갈 것이다. 01-03.04 ·시간의 전치사에는 after, around, before, for 등도 있다. $5ca$ 그들은 거리를 ( P 걸어갔다. '01-09, 10 )(-후에): after lunch, after the moeting .방향의 전치사에는 across, along, through, to 등이 있다. )" (-을 따라): along the rood, along the beach ( )(-경에, ~무럽에) : around noon, around dinnertime )»(~건너편에, 가로질러): across the street, scrocs the river )(~전에): before lunch, before dark )"(-을 통과하여): through the door, through a town " )"(~동안): for a week, for two hours )" (~로): to the south, to the right $\left(1\right)Lctsmcct\left($ )07p.m. (오후 7시경에 만나자.) $\left(1\right)shcliyc$ in the house ( )" the street. (그녀는 도로 진너편 집에 산다.) $\left(2\right)ShclcA\left($ )" breakfast. (그녀는 아침 식사 전에 떠났다) $\left(2\right)Thehi1is\left($ )" the west of the city. (언덕은 도시의 서쪽 편에 있다.) (3) We $workcd\left($ )" three hours. (우리는 3시간 동안 일했다.) $\left(3\right)Thcrcarctrccs\left($ )" the road. (길을 따라 나무들이 있다.) )"the movie. (나는 영화가 끝난 후에 집에 가야 한다.) $\left(4\right)Hcwa1kcdslow|y$ )" the seaside. (그는 바닷가를 따라 천천히 걸었다.) Chan $\left(4\right)1mustg0homc\left($
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search-thumbnail-a line ) \sqrt{I}_{-t} is possible ( to make a section) 6n a line6y marking two points \sqrt{and} ther
$\left(1n$ geometry) $thestndy$ $12$ $aq^{o}{\pi _{4}}^{aw}$ 가하학 $10flineS$ ) is very $\dfrac {\bar{--°} } {5}$ . $Al$ $-ine$ extends infinitely@n any direction addition) it 원히 $tion\right)\left(n$ $xcn$ 현다 $haS$ no width, $\sqrt{and} $ $b0$ $i$ $-thas$ $α+b^{x}=g$ accte 5 no start pointor $\bar{-=5} $ point. There $\dfrac {are} {-}$ also an infinite $nnmber\left(ofp0int\right)6n$ a line)$\sqrt{I} _{-t}$ is possible (to make a section)$6n$ a line6y marking two points $\sqrt{and} $ $ther$ 가능한 $\bar{\dfrac {5} {5}} $ $a$ 점 @ Sonnecting them) This $18ca1ledalineseg\right)$ 부분 A horizontal $lline$ $mOVeS\left(t$ to the left $\sqrt{and} $ 연결하다 There $aTe$ $diFeentkinds\left(flines\right)$ 다양한 right) $It$ never changes its height,$\sqrt{sd} $ it $does$ not hit the ground. A $rticv_{e-}$ $1line$ 10 moves up and down. $I$ $-t$ never $changeS$ $ngeS1t8$ $direCtiOn$ , $1βg$ it $doeS$ not move$\left(t0$ the left $\sqrt{0} $ Sometimes there are $tMa$ $line8$ $eS$ that go in the same direction) The distance $\left(betmeenthesetm0$ $lineS\right)n$ never $changeS,$ $1sd$ $thes6$ $lineS$ never touch one another. $T_{h-}$ $searekn$ $wn\left(as$ parallel line$e3$ .On the other hand$d\right)$ two lines 건드리다 known cross paths. 15 $|An$ may 교치하다 Anytime $tmOlineS$ $meet$ one 저로 another,they are called intersecting lines! If the $intersecti0n\left(Oft$ two $lineS\right)C$ creates a right anglethen these $aT6$ perpendicular lines. $Somelines$ move만들기내다 수식의 $1aTlin$ (in one direction$anC$ then $-$ $0$ ($by$ moving in another $direCtiOni\right)_{L-}that$ $e^{+s-}$ repeatedly change $direCti0n$ $aTeCalled$ zigzag lines. $Notal$ $linesaxest$ 한복적으로 straight. $\left(FOr$ example) $3carVedline$ looks like $aPaTt\left(0fa$ circle) $20$ 해석해주세요!
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