I'll never forget Easter 1946．I was fourteen，my little sister，Ocy，was twelve and my older sister，Darlene，was sixteen．My dad had died five years before，leaving mom with no money and seven schoolaged kids to raise．
A month before Easter 1946，the pastor（牧師） of our church announced that a special holiday offering would be taken to help a poor family．He asked everyone to save and give．
When we got home，we talked about what we could do．We decided to buy fifty pounds of potatoes and live on them for a month．This would allow us to save twenty dollars of our grocery money for the offering．Then we thought that if we kept our electric lights turned out as much as possible and didn't listen to the radio，we'd save money…
Every day we counted the money to see how much we had saved．The night before Easter，we were so excited we had seventy dollars for the offering．We sat in church proudly．I heard some teenagers talking about our old dresses．I looked at them in their new clothes，but I felt rich．
When the offering was taken，mom put in the ten dollar bill，and each of us kids put in a twenty dollar bill．We sang all the way home from church．At lunch，mom had a surprise for us．She had bought a dozen eggs！Late that afternoon，the pastor drove up in his car．Mom went to the door，talked with him for a moment，and then came back with an envelope in her hand．She opened the envelope and out fell a bunch of money．
Mom put the money back in the envelope．We didn't talk，just sat and stared at the floor．
（1）How many kids in author's family went for the offering？CC
A．One kid．
B．Two kids．
C．Three kids．
D．Four kids．
（2）About the author's famil，we know thatBB．
A．there were nine members in 1946
B．a(chǎn)t seven Ocy lost her father
C．there were only three children going to school in 1946
D．the family often lived on the church's offering
（3）Why did the author feel rich though in old dresses？CC
A．Because the author's family was rich in fact．
B．Because the other teenagers all dressed well．
C．Because the family had got a lot for the offering．
D．Because the author was cheating himself．
（4）After the family saw the money in the envelope，they feltAA．
A．sad for they realized that they were poor
B．disappointed for their money wasn't accepted
C．happy for getting so much money
D．a(chǎn)ngry for receiving so little money
【考點】日常生活．
【答案】C；B；C；A
【解答】
【點評】
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發(fā)布：2024/5/27 14:0:0組卷：6引用：1難度：0.4
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This is not uncharted territory.In 2013，life sciences faculty at the University of California，Los Angeles，developed a two-course sequence that covers classic calculus topics，but also emphasizes their application in a biological context.Creating this course，Mathematics for Life Scientists，wasn't easy.The life sciences faculty involved，none of whom had a joint appointment with the math department，said they turned to designing the course themselves after math faculty rejected their request for cooperation.
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（1）What problem is mentioned in paragraph 1？
A．Increasing STEM dropout rate.
B．The reform of calculus courses.
C．Shrinking admission to STEM majors.
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（2）What does "spearheaded" in paragraph 2 probably mean？
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（3）What do we know about the calculus course reform according to the text？
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B．Math departments sought cooperation with STEM counterparts to urge reforms.
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B．The STEM fields may be central to making math learning effective.
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D．Math learning may make way for science study in the STEM fields.發(fā)布：2025/1/1 17:30:2組卷：24引用：3難度：0.5 -
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（1）Why did the author want to have a good appearance when she was young？
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C．Because she wanted to get higher scores in the job interviews.
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A．The lack of employees in the grocery store.
B．Some unexpected delays of certain customers.
C．The increasing items bought by customers.
D．A worsening shopping system of the store.
（3）What is the solution given by mathematicians？
A．Employing more workers for checking out.
B．Limiting the number of queuing people.
C．Making only one line available.
D．Always standing in the same line.
（4）What's the principle behind the queuing theory？
A．To pursue the maximum benefit.
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C．To avoid the minimum loss.
D．To spread the risk equally among everyone.發(fā)布：2025/1/1 17:30:2組卷：2引用：2難度：0.5
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