PMP Problem,Tell me the answer and the reason.
题目
PMP Problem,Tell me the answer and the reason.
You are working on a large construction project that is progressing within the baselines.Resource usage has remained steady,and your boss has just awarded you a prize for your performance.One of your team members returns from a meeting with the customer and tells you that the customer is not happy with the project progress.What is the FIRST thing you should do?
A.Tell your manager.
B.Complete a team building exercise and invite the customer's representatives.
C.Change the schedule baseline.
D.Meet with the customer to uncover details.
答案
D. Meet with the customer to uncover details.
你应该找一个能解决问题的选项.对于项目经理来说,选项A不够主动.在和你的经理谈论之前,你也需要更多的信息.选项B不错,但是它没有说明客户对项目的担心.改变基准(选项C)在本题中是不道德的.问题解决从定义问题的原因开始,所以选项D是对的.
举一反三
已知函数f(x)=x,g(x)=alnx,a∈R.若曲线y=f(x)与曲线y=g(x)相交,且在交点处有相同的切线,求a的值和该切线方程.
我想写一篇关于奥巴马的演讲的文章,写哪一篇好呢?为什么好
最新试题
- 求下列函数的最小值.分子是x^2+5,分母是根号下(x^2+4),求导数的方法我试过了,请问有没有其他的方法?
- 3,11,13,29,31下一个数是?为什么?
- 若(SinA+COSA)/(SinA-CosA)=2.则Sin(180度+A)Cos(180-A)=?
- 下列关于全球气候变暖及其影响的叙述,符合实际情况的是( ) A.全球各地的气温持续上升 B.我国各地的降水量普遍增多 C.全球各地的河湖水位上升 D.我国西部山地冰雪总量减少
- 我是谁 真的是三大哲学难题之一吗
- π的三个三角函数值是多少
- She gets home for h____ with her parents every summer
- 虽有佳肴,弗食不知其旨也;虽有至道,弗学不知其善也.是故学然后知不足,教然后知困.知不足然后能自反也,知困然后能自强也.故曰:教学相长也.
- 63.2×0.1+6.32×9 用简便计算方法计算.
- 在平行四边形ABCD中.∠BAD的平分线交BC于点E,∠ABC的平分线交AD于点F.求证:四边形ABEF是菱形
热门考点