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Cheap imported goods have seriously affected the company's business. The company formed a project team to develop new product plans, hoping to improve on the current revenue of $100 million. The project team drafted two product plans:Product A has a 40% chance of raising revenue to $150 million, but there is a 30% chance that the claim will reduce revenue to $60 million. There is also a 30% probability that there is no impact on income.Product B has a 50% chance of raising revenue to $130 million, but there is a 20% chance that revenue will be reduced to $80 million due to warranty claims and litigation. There is still a 30% chance that income will remain the same. Which product offers the best EMV?廉价的进口商品已经严重影响公司的业务。公司组建一支项目团队,开发新产品方案,希望在目前的$1亿营业收入基础上有所提高。项目团队起草了两套产品方案:产品A有40%的可能性将收入提高到$1.5亿,但有30%可能性因保证索赔使收入会降低至$6000万,还有30%可能性对收入无影响。产品B有50%的可能性将收入提高到$1.3亿,但有20%可能性因保证索赔和诉讼使收入会降低至$8000万,还有30%的可能性收入将保持不变。 哪项产品能够提供最佳的 EMV?
A. Product A, EMV is $108 million 产品A, EMV为$1.08亿
B. Product B, EMV is $111 million 产品B, EMV为$1.11亿
C. Product A, EMV is $111 million 产品A, EMV为$1.11亿
D. Product B, EMV is $108 million 产品B, EMV为$1.08亿
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决策树分析: 方案A:EMV=40%*1.5+30%*0.6+30%*1=$1.08亿, 方案 B:EMV=50%*1.3+20%*0.8+30%*1=$1.11亿

为了确定哪项产品提供最佳的期望货币价值(EMV),我们需要计算每个产品的EMV。

首先,计算产品A的EMV:

- 提高到$1.5亿的概率是40%:
\[ 0.4 \times 150 = 60 \]
- 降低到$6000万的概率是30%:
\[ 0.3 \times 60 = 18 \]
- 收入无变化($1亿)的概率是30%:
\[ 0.3 \times 100 = 30 \]

产品A的EMV计算如下:
\[ 60 + 18 + 30 = 108 \]

所以,产品A的EMV为$1.08亿。

接下来,计算产品B的EMV:

- 提高到$1.3亿的概率是50%:
\[ 0.5 \times 130 = 65 \]
- 降低到$8000万的概率是20%:
\[ 0.2 \times 80 = 16 \]
- 收入无变化($1亿)的概率是30%:
\[ 0.3 \times 100 = 30 \]

产品B的EMV计算如下:
\[ 65 + 16 + 30 = 111 \]

所以,产品B的EMV为$1.11亿。

根据计算,产品B的EMV高于产品A,因此产品B提供最佳的EMV。

正确答案是:
B: Product B, EMV is $111 million 产品B, EMV为$1.11亿。