Q1:If $1,000 will be deposited in a bank account and I is th
Q1:If $1,000 will be deposited in a bank account and I is the dollar amount of interest earned from the original deposit,represented as I = 1000 {(1 + r/100)n – 1},and the annual interest rate is r percent,is r > 8 percent?(1) The deposit earns a total of $210 in interest in the first 2 years.(2) (1 + r/100)2 > 1.15A.Statement (1) ALONE is sufficient,but statement (2) alone is not sufficient.B.Statement (2) ALONE is sufficient,but statement (1) alone is not sufficient.C.BOTH statements TOGETHER are sufficient,but NEITHER statement ALONE is sufficient.D.EACH statement ALONE is sufficient.E.Statements (1) and (2) TOGETHER are NOT sufficient.我不明白(2)为什么能推出结论.If n is a positive integer,what is the remainder when (74n + 3)(6n) is divided by 10 A.1B.2C.4D.6E.8Q3:A certain list consists of 3 different numbers.Does the median of the 3 numbers equal the average (arithmetic mean) of the 3 numbers?(1) The range of the 3 numbers is equal to twice the difference between the greatest number and the median.(2) The sum of the 3 numbers is equal to 3 times one of the numbers.A.Statement (1) ALONE is sufficient,but statement (2) alone is not sufficient.B.Statement (2) ALONE is sufficient,but statement (1) alone is not sufficient.C.BOTH statements TOGETHER are sufficient,but NEITHER statement ALONE is sufficient.D.EACH statement ALONE is sufficient.E.Statements (1) and (2) TOGETHER are NOT sufficient我不明白为什么(2)能推出结论.
最佳回答
我又来了,哈哈Q1:GWD数学里的一道争议题,国内外论坛都有所讨论第一种观点是答案错误statement (1):r=10>8,Sufficientstatement (2):要使r>8,(1 + r/100)^2必大于1。1664,(1 + r/100)^2>1。15,r可能大于也可能小于8,Insufficient选B第二种观点是题目错误statement (2)应为:(1 + r/100)2 > 1。5,这样r恒大于8,Sufficient就选择D了Q2:余数LZ问的很可能是这道题:(来源:GWD Math-25-7)If n is a positive integer,what is the remainder,When (7^(4n+3))(6^n) is divided by 10?由于除数为10,一个数除以10其余数必为这个数个位数,如12/10 remainder=2,123/10 remainder=3…因此,我们只需要知道7^(4n+3)与6^n乘积的个位数是多少即可,也就是7^(4n+3)个位数与6^n个位数的乘积的个位数。N 1 2 3 4 5 …units digit of 7^n 7 9 3 1 7 …units digit of 6^n 6 6 6 6 6 …由上表可知,7^(4n+3)的个位数恒等于3,6^n的个位数恒等于6,那么3*6=18,个位数为8,选EQ3:不等式根据已知条件:三个不同的数,设为A,B,C,A
最新回答共有2条回答
-
2026-04-04 17:22:04瘦瘦的溪流
回复我又来了,哈哈Q1:GWD数学里的一道争议题,国内外论坛都有所讨论第一种观点是答案错误statement (1):r=10>8,Sufficientstatement (2):要使r>8,(1 + r/100)^2必大于1。1664,(1 + r/100)^2>1。15,r可能大于也可能小于8,Insufficient选B第二种观点是题目错误statement (2)应为:(1 + r/100)2 > 1。5,这样r恒大于8,Sufficient就选择D了Q2:余数LZ问的很可能是这道题:(来源:GWD Math-25-7)If n is a positive integer,what is the remainder,When (7^(4n+3))(6^n) is divided by 10?由于除数为10,一个数除以10其余数必为这个数个位数,如12/10 remainder=2,123/10 remainder=3…因此,我们只需要知道7^(4n+3)与6^n乘积的个位数是多少即可,也就是7^(4n+3)个位数与6^n个位数的乘积的个位数。N 1 2 3 4 5 …units digit of 7^n 7 9 3 1 7 …units digit of 6^n 6 6 6 6 6 …由上表可知,7^(4n+3)的个位数恒等于3,6^n的个位数恒等于6,那么3*6=18,个位数为8,选EQ3:不等式根据已知条件:三个不同的数,设为A,B,C,A
热门文章
- 康达学院专转本五年制
- 高考一个考场分ab卷吗
- not only but also用法
- 某物体做自由落体运动,从释放开始计时,则物体在前2s内的平均速度为______m/s,物体下落2m时的速度大小为______m/s.
- 三角函数公式大全表格
- 地理中考必背知识点2022
- 2013-2014学年小学六年级科学上学期期末考试试卷及答案
- 人教版2014-2015学年小学五年级英语第二学期期中教学质量检测试卷及答案
- 【Linux驱动开发】设备树详解(二)设备树语法详解
- 别跟客户扯细节
- 在别的城市买房子能落户吗
- 卖房前要把装修贷还完吗
- 高中政治教学提高教学效果的方法探究
- “互联网+”背景下的初中英语课堂教学改革与创新策略研究
- 2022年终止合同范本
- 租房合同范本范文
- 如何挑选土豆
- 如何挑选土鸡
