Difficult# Limited Edition

GMAT-1XUW4A

A brewery is preparing a very limited release of a special new beer. A collector is able to buy five bottles, each labeled with a small serial number. Based only on these five serial numbers, the collector wants to estimate the total number of bottles that were released.

One method (**Method A**) of estimating the total number of bottles is to add the maximum and minimum serial numbers from the sample of five bottles. Another method (**Method B**) of estimating the total number of bottles is to multiply the maximum serial number by 120%.

Assume there are actually 245 bottles produced, with serial numbers 001 through 245, although this fact is unknown to the collector.

What is the difference between the maximum possible estimates from **Method A** and **Method B**?

If the five bottles had serial numbers as close to the median serial number as possible, what would have been the difference between the estimates from **Method A** and **Method B**?

Difference in maximums

Difference in medians

Difference in maximums

Difference in medians

1

Difference in maximums

Difference in medians

48

Difference in maximums

Difference in medians

96

Difference in maximums

Difference in medians

121

Difference in maximums

Difference in medians

192

Difference in maximums

Difference in medians

241

Difference in maximums

Difference in medians

246

Difference in maximums

Difference in medians

294

Difference in maximums

Difference in medians

486