Atwenty-something single person is planning a ski vacation. assume that she has 3 possible destinations: new england, utah, and oregon. there are 3 ski areas in new england with 2 available times for 2 of the areas, and 3 times for the other area. there are 4 ski areas in utah with 4 available times for 3 of the areas, and 3 times for the other area. there are 4 ski areas in oregon with 4 available times for 3 of the areas, and 3 times for the other area. (a "time" refers to a weekend for which there are vacancies at the ski lodge.) a trip plan involves the selection of a location, ski area, and a time. how many possible plans are there?

Possible number of plans are 37.  

Step-by-step explanation:

To find : How many possible plans are there?

Given : Assume that she has 3 possible destinations: New England, Utah, and Oregon.

There are 3 ski areas in New England with 2 available times for 2 of the areas, and 3 times for the other area.

Number of trips plan in New England is

2 available times for 2 of the areas =

3 times for the other area =  

Total = 4+3=7

There are 4 ski areas in Utah with 4 available times for 3 of the areas, and 3 times for the other area.

Number of trips plan in Utah is

4 available times for 3 of the areas =

3 times for the other area =  

Total = 12+3=15

There are 4 ski areas in Oregon with 4 available times for 3 of the areas, and 3 times for the other area.

Number of trips plan in Oregon is

4 available times for 3 of the areas =

3 times for the other area =  

Total = 12+3=15

Total number of trip plans : 7+ 15 + 15 = 37

Therefore, possible number of plans are 37.  

no association

step-by-step explanation:

if you have eyes and you can use them efficiently you can see that it just looks like random dots like do a line of best fit and like they're so spread out it's such a weak association you might as well consider it nonexistent