早教吧作业答案频道 -->其他-->
lifelonglearning请以lifelonglearning为题，写一篇120—150词的英语短文1你如何看待终身学习2你认为终身学习有哪些方式3你会采取那种方式高三水平即可
题目详情
lifelong learning请以lifelong learning为题，写一篇120—150词的英语短文 1你如何看待终身学习 2你认为终身学习有哪些方式 3你会采取那种方式高三水平即可
▼优质解答
答案和解析
你好 我在美国上大三 有较强论文水平 希望能够帮助你 我会尽量模仿高三口吻 I think that lifelong learning is essential to everyone. A person needs to be consistantly educated in order to catch up with modern life. There are lots of ways of lifelong learning. This includes reading books, continuing school and consult experts. I think that the best way of lifelong learning is through reading. As far as lots of experts concerned, reading is the best way to obtain knowledge. Through reading everyone will keep improve himself. I hope everyone will get this habit.
看了 lifelonglearni...的网友还看了以下：
(1)2x^2+3x-1(2)x^3-8y^3-z^3-6xyz(3)x^3-9x+8(4)x^9 2020-05-17 …
(设A*为阶方阵的伴随矩阵且可逆,则结论正确的是（）A(A*)*=lAl^(n-1)AB(A*)* 2020-06-12 …
1.已知数列{a(n)}满足a(n)a(n+1)a(n+2)a(n+3)=24,且a1=1a2=2 2020-07-09 …
数列{n×2^(n-1)}的前n项和为多少?A.-n*2^n-1+2^nBn*2^n+1-2^nC 2020-07-09 …
求n/(n^2+1)+n/(n^2+2^2)+……+n/(n^2+n^2)在n趋于无穷时的极限求n 2020-07-20 …
用归纳法证明：（1）.1+2+3+...+n=n/2(n+1)(2).以a1为首项、以q为公比的等 2020-07-29 …
数列一题设函数f(n)=n(n为自然数,奇数)=n/2（n为自然数,偶数）设数列an=f(1)+f 2020-07-30 …
已知一个边长为a的等边三角形,现将其边长n（n为大于2的整数）等分,并以相邻等分点为顶点向外作小等 2020-08-01 …
初三的一元二次方程1,对于任何x都有x^2+mx+25=(x-n)^2(n>0),则m=?n=?2 2020-08-02 …
1/((n^2-1)2^n)级数的和级数（n从2到无穷）1/((n^2-1)2^n)=0.5级数1/ 2020-11-18 …