阅读理解WhenSusanWhitewentbacktohighschoolacoupleofyearsagosheneverhadanythoughtaboutactuallygettingahighschooldiploma(文凭).“Ijustwantedtolearnmore”shesaid.Butwhenshefoundo
阅读理解
When Susan White went back to high school a couple of years ago she never had any thought about actually getting a high school diploma(文凭).
“I just wanted to learn more ”she said. But when she found out that many of her classmates were planning to graduate Mrs White recalled(回忆) “I said my young friends can graduate from high school so can I.”
She seems to have been right. As soon as she completes a history course Mrs White will graduate next month. And when she does she will enter the record books as the oldest person ever to graduste from high school in the United States.
Mrs white is 98 years old; and nobody who has completed high school at an older age.
Mrs White dropped out of school(退学)in the 10th grade but her ability to learn has obviously not been dulled (减弱) by the 80 year layoff(终止活动). Since going back to her sutdies she has kept up a straigt A record that is the highest possible.
Now that she is about to get a diploma Mrs White has become a strong believer in getting a good education.
“I don’t like anyone dropping out of school ”she said.“It make me mad when a person decides to leave school because future generations will have to know even more than we do in order to survive (生存).”
1.Mrs White dropped out of school when she was about ________.
[ ]
2.Mrs White’ s ability to learn is ________.
[ ]
A.not as good as the younger students’
B.quite obvious
C.the best in the class
D.among the best of the class
3.Which of the following statements is not true?
[ ]
A.Mrs White is determined to graduate from high school.
B.Mrs White has already been given a high school diploma.
C.Mrs White is the oldest person ever to graduate from high school in the US.
D.Mrs White said that the young had to know more.
4.A good title for this true story would be ________.
[ ]
A.Have Respect for Old Age
B.Never Too Late to Learn
C.An Elderly Student
D.Mrs White’s Ability to Learn
设有关系模式R(A,B,C,D,E,F),若有如下的函数依赖集F={A→B,(C,A)→D, (E, 2020-05-24 …
A.(C, B, D, A, P, E, I, J, G, H)B.(C, B, D, A, E, 2020-05-26 …
A.(C, B, D, A, F, E, I, J, G, H)B.(C, B, D, A, E, 2020-05-26 …
A.(B, F, G, J, A, E, D, I, C, H)B.(B, A, D, E, F, 2020-05-26 …
已知f(x,y)在(a,b)处偏导数存在,则limf(a+h,b)-f(a-h,b)∕h= 2020-06-10 …
已知三棱锥A-BCD,E,F是AB,BC的中点,C1属于CD,H属于AD,且DC1:C1C=1:3 2020-06-12 …
抽象函数定积分问题将和式极限lim(n-->无穷)(1/n)[f(a+h/n)+f(a+2h/n) 2020-07-20 …
数学等比性质等比性质:如果a/b=a/d=e/f=.=m/n,那么(a+c+e+...+m)/(b 2020-07-28 …
现有A、B、C、D4种物质的溶液,它们分别是NaSO4、HCl、Ba(OH)2、Na2CO3中的一种 2020-10-31 …
f(a)在x=a的邻域内n阶连续可导,f(a+h)=f(a)+f(a+hθ)*h,0<θ<1,f(a 2020-11-20 …