Math, asked by Jstationat3am, 1 year ago

99 pts!!!!!!!!!
An online retailer monitored the number of goods accepted and returned in an hour for the orders fulfilled by two of its vendors. This table shows the results from the survey.

Vendor I Vendor II
Accepted 322 307
Returned 16 14

Which table should you use to compare the two vendors by the percentage of goods returned? Round your answers to the nearest thousandth.

A. Vendor I Vendor II
Accepted 0.953 0.956
Returned 0.473 0.436

B. Vendor I Vendor II
Accepted 0.953 0.949
Returned 0.047 0.051

C. Vendor I Vendor II
Accepted 0.467 0.533
Returned 0.533 0.467

D. Vendor I Vendor II
Accepted 0.953 0.956
Returned 0.047 0.044

Answers

Answered by PravinRatta
1

A correct choice is an option(C).

Given:

Vendor I Vendor II

Accepted 322 307

Returned 16 14

To Find:

We need to find the percentage of goods returned.

Solution:

As we have to compare the percentage of goods returned, we need to calculate the goods returned.

The total number of goods returned are

 = 16 + 14 = 30

Percentage of goods returned by the Vendor 1

 =  \frac{goods \: returned \: by \: vendor1}{total \: number \: of \: goods \: returned}

 =  \frac{16}{30}

 = 0.533

Percentage of goods returned by the Vendor 2

 = \frac{goods \: returned \: by \:vendor \: 2 }{total \: goods \: returned}

 =  \frac{14}{30}

 = 0.467

Therefore, the correct answer is an option (C).

an option (C).The percentage of goods returned by vendor 1 = 0.533

The percentage of goods returned by the vendor 2 = 0.467

#SPJ3

Answered by VaibhavSR
0

Answer: option (c)

Explanation:

  •                  Vendor I           Vendor II

        Accepted     322                  307

        Returned        16                    14

  • Here we are asked to find the percentage of goods returned.
  • As we have to compare the percentage of goods returned, we need to calculate the goods returned.
  • The total number of goods returned are=16+14

                                                                              =30

  • Percentage of goods returned by the Vendor I

             =\frac{Goods\ returned\ by\ vendor\ I}{Total\ number\ of\ goods}

             =\frac{16}{30}

             =0.533

  • Percentage of goods returned by the Vendor II

        =\frac{Goods\ returned\ by\ vendor\ II}{Total\ number\ of\ goods}

        =\frac{14}{30}

        =0.466

  • So,the %of goods returned by Vendor I Vendor II are 0.533 and 0.466 respectively.
  • Hence,correct answer is option (c).

#SPJ2

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