有志者事竟成英语作文带翻译

有志者事竟成这句话，自古以来不知曾经鼓舞过多少人走上了成功之路。下面是小编为您收集整理的关于有志者事竟成的英语作文，希望对您有所帮助。

有志者事竟成英语作文范文一：

I knoplete other assignments, and then to solve theobstacle. After a while, I finished the other work. Can this problem just now, I really can't, had to be themaster to mom, please give me advice!

一天下午，老师布置了一道很难的算术题给我们做。我把题目带回家，仔细读了几遍，还是找不到解题的方法。我无精打采地趴在书桌上苦思冥想，还是一无所获。于是，我决定先完成其它作业，再来解决这道拦路虎。不一会儿，我就把其它作业做完了。可刚才的这道题，我真是没办法，只好请妈妈这位高人来给我指点迷津!

Down to help I looked at the topic, and write to me, and speak, but I how also don't understand.Master left, I sat there, I do not know what to do. All of a sudden, I looked up and saw a desk opposite a few words posted on the wall: where there is a will there is a way. So I dozen spirit, read again and again, think carefully, attentively to consider the problem solving methods, finally put the wordobstacle to solve!

高人帮我看了看题目，对着我又是写，又是讲，可我怎么也听不懂。高人走后，我呆呆地坐在那里，不知如何是好。突然，我抬头看见书桌对面的墙上贴着几个字：有志者事竟成。于是，我打起精神，反复读题，仔细思考，聚精会神地考虑解题方法，终于把这道拦路虎给解决了!

The classmates, before any difficulty, as long as we believe in yourself, hold on to the end, we will be able to make it we want to do.

同学们，在任何困难面前，只要我们相信自己，坚持到底，就一定能做成我们想做的事情。

有志者事竟成英语作文范文二：

Everyone is not life, is stupid. Math, too, but why are some people learn good, some people think math is more difficult to learn? That is about to see you have to study hard.

每个人都不是一生出来就是笨的。学数学也是一样，可是为什么就是有些人数学学的好，有些人却觉得数学学起来很难呢?那就要看你有没有努力去学了。

I, too, a school, the teacher let we preview. I opened the book, but also look not to understand a little, after my deliberate, plus the teacher's explanation, I began to clear and understanding. Think of difficult things at the beginning, it feel very easy to learn, later. Remember once, I am learning direct ratio with the knowledge of the inverse proportion, see this topic, suddenly baffled me:

我也一样，一开学，老师让我们预习的时候。我翻开新书，可一点儿也看不懂，经过我的深思熟虑，再加上老师的讲解，我都开始清楚、认识了。一开始觉得难的事情，以后去学了就觉得很容易了。记得有一次，我正在学习正比例与反比例关系的知识，看到这一题时，顿时把我给难住了：

A, true or false is proportional to the amount of the two in the, what proportion.

一、判断题中的两种量是不是成比例，成什么比例。

(the diameter of the wheel must be exercised by road and wheel revolutions.)

(车轮的直径一定，所行使的路程和车轮转数。)

The teacher said this problem is directly proportional. At that time I will think impassability. The diameter of the wheel and not the circumference, and wheel revolutions have anything to do can? Through the efforts of the I think, finally draw a conclusion: because of PI is certain (i.e., 3.14), namely PI x = the circumference of the circle diameter. The wheels turn several round the perimeter of it several times.

老师说这道题是成正比例。那时侯我就想不通了。车轮的直径又不是周长，和车轮转数能扯上什么关系呢?经过我的努力思考，总算得出一个结论来了：因为圆周率是一定的(即3.14)，也就是圆周率×直径=圆的周长。车轮转几次就有几个圆的周长。

Exercised by 'present wheel revolutions = the diameter of the wheel (certain) so the exercise of the journey and wheel revolution into a direct ratio. Of course, this is my conclusion, also don't know what is right or wrong. But when the teacher to explain the problem, I immediately dumbfounded. I want to and the teacher told by almost the same. I whim, as long as you tried, in the end there will be harvested. Efforts will be successful.

所行使的路程÷车轮转数=车轮的直径(一定)所以所行使的路程和车轮转数成正比例。当然，这只是我的结论，还不知道是对还是错的。可当老师讲解这道题的时候，我立刻傻眼了。我想的和老师所讲的几乎一模一样。我突发奇想，只要你努力过，到最后还是会有收获的。努力就会成功。

Where there is a will there is a way.

有志者事竟成。