英語答題模板
㈠ 找一個英語試卷的答題卷模板
第一部分 (三大題,共50分)
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
[A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D] [A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D] [A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D] [A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D]
21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40
[A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D] [A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D] [A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D] [A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D]
注意事項
塗寫時用或鉛筆塗選中項塗滿塗黑,黑度以住框內字母為准。
修改時用塑料橡皮擦乾凈。
保持答案整潔,不要折疊、弄破。
注意題號順序。 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55
[A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D] [A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D] [A][A][A][A][A]
[B][B][B][B][B]
[C][C][C][C][C]
[D][D][D][D][D] [E][E][E][E][E]
[F][F][F][F][F]
要圖片的話發不來。。
㈡ 英語作文萬能模板有哪些
一、開頭句型1.As far as …is concerned 就……而言
2.It goes without saying that… 不言而喻,…
3.It can be said with certainty that… 可以肯定地說……
二、銜接句型
1.A case in point is … 一個典型的例子是…
2.As is often the case…由於通常情況下…
3.As stated in the previous paragraph 如前段所述
三、結尾句型
1.I will conclude by saying… 最後我要說…
2.Therefore, we have the reason to believe that…因此,我們有理由相信…
3.All things considered,總而言之 It may be safely said that…它可以有把握地說……
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㈢ 留學考試中數學的答題格式(用英語答題!!!)
Here is an example:
"Call the two rays R (contains P) and S (contains A,B) and let the angle between them be α.
I tried this in Cartesian form, but geometry is probably better.
WLOG, choose origin O and R as the +x-axis.
The points are A(a,0) B(b,0)
Let's scale by 1/a such that A' is mapped to (1,0) and B' is mapped to (b/a,0). Let's call that (k,0). k is some constant.)
Let P be distance r along R (strictly, that distance has been scaled by 1/a too).
We are trying to find r (r is going to depend on α and k)
Coords of APB are thus A(1,0) P(r cos α, r sin α) B(k,0)
Let angle APB = θ, and apply the Cosine Rule.
Sidelengths are
|PA| = √((r cos α -k)² + (r sin α)²) = √(r² +k² -2kr cos α)
|PB| = √((r cos α -1)² + (r sin α)²) = √(r² +1 -2r cos α)
|AB| = (k-1)
You can get a (nasty) expression for cos θ in terms of parameter r and constants k, α.
Then find the r which maximizes θ, by minimizing cos θ (regardless whether 0 < θ < π/2 or π/2 < θ < π (cosine goes -ve)).
This will get the right answer, it'll just be awkward.
A change of notation might make it clearer.
Anyway, for what it's worth:
cos θ = |PA|²+|PB|²-|AB|² / 2|PA||PB|
= ((r² +k² -2kr cos α) +(r² +1 -2r cos α) -(k-1)²) / (r² +k² -2kr cos α)*(r² +1 -2r cos α)
and so on"
㈣ 國外英語的答題標准格式是什麼
標准答案的話,選擇題應該就是ABCDE填空
自由題要寫關鍵詞,大概格式是Students arguing that.......然後接關鍵詞,或者你的句子。Students arguing that這句話的意思是學生們認為......
這應該就是標准格式了,記得採納謝謝🙏。
㈤ 高中英語作文答題模板適合基礎一般學生用的
高中英語作文答題模板基本基礎一般學生能用的一般的學生都可以用的
㈥ 英文計算答題格式
綜上所述:in conclusion,overall
設xxx為xxx:we set xxx as xxx,assume xxx as xxx
計算得到xxxx:from the calculation/formula/equation we get xxxx,the result we get from the calculation/formula/equation is xxxx 這裡面calculation/formula/equation三選一 隨便
代入xxx到算式:we substitute xxx into the calculation/formula/equation(三選一)
聯立xx和xx...= = 是指聯系他們倆的關系嗎
㈦ 高考英語作文答題模板
(一)知識點一:對比觀點題型
例一、1. 有一些人認為。。。 2. 另一些人認為。。。 3. 我的看法。。。
⑴The topic of ①-----------------(主題)is becoming more and more popular recently. There are two sides of opinions of it. Some people say A is their favorite. They hold their view for the reason of ②-----------------(支持A的理由一)What is more, ③-------------理由二). Moreover, ④---------------(理由三).
While others think that B is a better choice in the following three reasons. Firstly,-----------------(支持B的理由一). Secondly (besides),⑥------------------(理由二). Thirdly (finally),⑦------------------(理由三).
From my point of view, I think ⑧----------------(我的觀點). The reason is that ⑨--------------------(原因). As a matter of fact, there are some other reasons to explain my choice. For me, the former is surely a wise choice.
例二、給出一個觀點,要求考生反對這一觀點
Some people believe that ①----------------(觀點一). For example, they think ②-----------------(舉例說明).And it will bring them ③-----------------(為他們帶來的好處).
In my opinion, I never think this reason can be the point. For one thing,④-------------(我不同意該看法的理由一). For another thing, ⑤-----------------(反對的理由之二).
Form all what I have said, I agree to the thought that ⑥------------------(我對文章所討論主題的看法).
(二)知識點二:闡述主題題型
要求從一句話或一個主題出發,按照提綱的要求進行論述.
1. 闡述名言或主題所蘊涵的意義. 2. 分析並舉例使其更充實.
The good old proverb ----------------(名言或諺語)reminds us that ----------------(釋義). Indeed, we can learn many things form it.
First of all,-----------------(理由一). For example, -------------------(舉例說明). Secondly,----------------(理由二). Another case is that ---------------(舉例說明). Furthermore , ------------------(理由三).
In my opinion, ----------------(我的觀點). In short, whatever you do, please remember the say------A. If you understand it and apply it to your study or work, you』ll necessarily benefit a lot from it.
(三)知識點三:解決方法題型
這種題型往往要求先說明一下現狀,再對比事物本身的利弊,有時也會單從一個角度(利或弊)出發,最後往往要求考生表明自己的態度(或對事物前景提出預測)
1. 說明事物現狀 2. 事物本身的優缺點(或一方面) 3. 你對現狀(或前景)的看法
Nowadays many people prefer A because it has a significant role in our daily life. Generally, its advantages can be seen as follows. First ----------------(A的優點之一). Besides -------------------(A的優點之二).
But every coin has two sides. The negative aspects are also apparent. One of the important disadvantages is that ----------------(A的第一個缺點).To make matters worse,------------------(A的第二個缺點).
Through the above analysis, I believe that the positive aspects overweigh the negative ones. Therefore, I would like to ---------------(我的看法).
(From the comparison between these positive and negative effects of A, we should take it reasonably and do it according to the circumstances we are in. Only by this way, ---------------(對前景的預測)
四知識點四:議論文的框架
(1) 不同觀點列舉型( 選擇型 )
There is a widespread concern over the issue that __作文題目_____. But it is well known that the opinion concerning this hot topic varies from person to person. A majority of people think that _ 觀點一________. In their views there are two factors contributing to this attitude as follows: in the first place, ___原因一_______.Furthermore, in the second place, ___原因二_____. So it goes without saying that ___觀點一_____.
People,however,.Somepeoplehold the idea that ___觀點二_______. In their point of view, on the one hand, ___原因一_______. On the other hand, ____原因二_____. Therefore, thereis nodoubtthat ___觀點二______.
As far as I am concerned, Ifirmlysupporttheviewthat __觀點一或二______.Itis not only because ________, but also because _________. The more _______, the more ________.
(2)利弊型的議論文
Nowadays, there is a widespread concern over (the issue that)___作文題目______. In fact, there are both advantages and disadvantages in __題目議題_____. Generally speaking, it is widely believed there are several positive aspects as follows. Firstly, ___優點一___. And secondly ___優點二_____.
Just As a popular saying goes, "every coin has two sides", __討論議題______ is no exception, and in another word, it still has negative aspects. To begin with, ___缺點一______. In addition, ____缺點二______.
To sum up, we should try to bring the advantages of __討論議題____ into full play, and rece the disadvantages to the minimum at the same time. In that case, we will definitely make a better use of the ____討論議題___.
( 3 ) 答題性議論文
Currently, there is a widespread concern over (the issue that)__作文題目_______ .It is really an important concern to every one of us. As a result, we must spare no efforts to take some measures to solve this problem.
As we know that there are many steps which can be taken to undo this problem. First of all, __途徑一_. In addition, another way contributing to success of the solving problem is _途徑二_____.
Above all, to solve the problem of ___作文題目______, we should find a number of various ways. But as far as I am concerned, I would prefer to solve the problem in this way, that is to say, ____方法_____.
( 4 ) 諺語警句性議論文
It is well know to us that the proverb: " ___諺語_______" has a profound significance and value not only in our job but also in our study. It means ____諺語的含義_______. The saying can be illustrated through a series of examples as follows. ( also theoretically )
A case in point is ___例子一______. Therefore, it is goes without saying that it is of great of importance to practice the proverb ____諺語_____.
With the rapid development of science and technology in China, an increasing number of people come to realize that it is also of practical use to stick to the saying: ____諺語_____. The more we are aware of the significance of this famous saying, the more benefits we will get in our daily study and job..
五知識點五:圖表作文的框架
as is shown/indicated/illustrated by the figure/percentage inthetable(graph/picture/pie/chart), ___作文題目的議題_____ has been on rise/ decrease (goes up/increases/drops/decreases),significantly/dramatically/steadily rising/decreasing from______ in _______ to ______ in _____. From the sharp/marked decline/ rise in the chart, it goes without saying that ________.
Thereareatleasttwogoodreasons accounting for ______. Ontheonehand, ________. Ontheotherhand,_______ isetothefactthat ________.Inaddition, ________ is
㈧ 跪求微積分和代數等類數學題的英文解題模板或例子
你是要高等微積分嘛?
Accurate calculate way,
Calculus
例題:
consider the curve given by y的平方 =2+xy
(1) show that dy/dx = y/(2y-x)
(2) find all points (x,y) on the curve where the line tagent to the curve has slope 1/2
(3)show that there are no points (x,y) on the curve where the line tangent to the curve is horizontal
(4) let x and y be functions of time t that are related by the equation y的平方 =2+xy. at time t=5, the value of y is 3 and dy/dt=6. find the value of dx/dt at time t=5
答案:
(1)
y的平方 =2+xy
2y(dy/dx) =x(dy/dx)+y(1)
(2y-x)(dy/dx)=y
dy/dx = y/(2y-x)
(2)
when dy/dx = 1/2
y/(2y-x) = 1/2
2y=2y-x
x=0
y的平方 =2+(0)y
y^2=2
y=(+/-)根2
(3)
Show when dy/dx = 0
no solution
(4)
prove 2y*dy/dx=y+x*dy/dx
so dy/dx=y/(2y-x)