lease answer the bolded parts     61700.00 51500.00 46100.00 41100.00 34200.00 31100.00 30700.00 30500.00 28800.00 25200.00 24600.00 24200.00 23200.00 22600.00 20300.00 20300.00 20300.00 19200.00 19000.00 18600.00 16700.00 14100.00 12700.00 7700.00 5800.00       Using the accompanying Weddings​ data, find the​ mean, median, and standard deviation of the wedding costs. What would you tell a newly engaged couple about what cost to​ expect? Consider the effect of possible outliers in the data.   For the given data​ set, the mean of the wedding costs is ​$26008. The median of the wedding costs is ​$23200. The standard deviation of the wedding costs is ​$13103.46. Consider the effect of possible outliers in the data. There​ is/are (one/two/three/four) mild​ outlier(s) for the (top/bottom/top and bottom) costs. Remove these outliers and recalculate the​ mean, median, and standard deviation. Recalculating these​ statistics, the mean of the wedding costs is (xxx). The median of the wedding costs is (xxx). The standard deviation of the wedding costs is (xxx). Using the empirical​ rule, what would you tell a newly engaged couple about what cost to​ expect?   A reasonable prediction of the cost would be between ($7,000 and $46,000. $6,000 and $45,000. $1,000 and $40,000. $4,000 and $43,000.)

Please answer the bolded parts

61700.00
51500.00
46100.00
41100.00
34200.00
31100.00
30700.00
30500.00
28800.00
25200.00
24600.00
24200.00
23200.00
22600.00
20300.00
20300.00
20300.00
19200.00
19000.00
18600.00
16700.00
14100.00
12700.00
7700.00
5800.00

Using the accompanying Weddings​ data, find the​ mean, median, and standard deviation of the wedding costs. What would you tell a newly engaged couple about what cost to​ expect? Consider the effect of possible outliers in the data.

For the given data​ set, the mean of the wedding costs is ​$26008. The median of the wedding costs is ​$23200. The standard deviation of the wedding costs is ​$13103.46.

Consider the effect of possible outliers in the data. There​ is/are (one/two/three/four) mild​ outlier(s) for the (top/bottom/top and bottom) costs. Remove these outliers and recalculate the​ mean, median, and standard deviation. Recalculating these​ statistics, the mean of the wedding costs is (xxx). The median of the wedding costs is (xxx). The standard deviation of the wedding costs is (xxx).