英语翻译As a child,Wang Junyan never dreamed of becoming a fanmo
英语翻译
As a child,Wang Junyan never dreamed of becoming a fanmous person on TV."I never thought about going on TV because my family didn't even have one until I was in junior high school!"she explained.Now Wang Junyan is the presenter for Universe TV's news programmes.I asked her how she had achieved success and she told me that being curious.working hard,and believing in what was true made her the success she is today.
As a child,Wang Junyan never dreamed of becoming a fanmous person on TV."I never thought about going on TV because my family didn't even have one until I was in junior high school!"she explained.Now Wang Junyan is the presenter for Universe TV's news programmes.I asked her how she had achieved success and she told me that being curious.working hard,and believing in what was true made her the success she is today.
赞 pearlhappy 幼苗
共回答了25个问题采纳率：84% 举报
作为一个孩子,王俊研从没有梦想过成为一个有名的电视明星.“我从没有过想过在电视这个行业发展,因为在我上初中前,家里从来没有出现过这样的一个人!”她解释道.现在王俊研已经是环球电视台新闻节目的主持人.我问她如何取得的成功,她告诉我说是保持好奇,努力工作并且相信什么是真的使她赢得了今天的成就.
1年前
1
可能相似的问题
你能帮帮他们吗
精彩回答
-
1年前
-
根据下面句子内容，写出相应的成语。 （1）根据不同地区的具体情况制定相应的妥善办法。（ ） （2）雕刻得十分精妙逼真。（ ） （3）相差虽小，而造成的误差或错误极大。（ ）
1年前
-
《春酒》是一篇诗化的____________。作者____________用细腻的笔触描绘了____________，抒发了____________之情。
1年前
-
下列分析中理解不正确的一项是（ ） A . 《短歌行》中“山不厌高，海不厌深。周公吐哺，天下归心”，表明诗人求才若渴，以古人自况，已成为天下人心目中的圣明君主。
1年前
-
观察下列等式：1^3+2^3=(1+2)v2，1^3+2^3+3^3=(1+2+3)^2，1^3+2^3+3^3+4^3=(1+2+3+4)^2，…，根据上述规律，第四个等式为（ ）。
1年前