Answer:
Each of L team leaders has D group directors, making the total number of group directors equal to (L)(D). And each of those group directors has F fundraisers, again requiring multiplication: that total is (L)(D)(F). (You can try this by plugging in small numbers - if each of 2 leaders has 3 directors, you know there would be 6 directors)
So while statement 1 is not sufficient (there are multiple combinations that could get you to 81, such as L = 1, D = 2, and F = 39; or L = 1, D = 5, and F = 15), statement 2 guarantees that there is only one team leader. This is because 5 is a prime number, and you know that the number of group directors = LD. The only possible way for LD to equal 5 is if L is 1 and D is 5, or if D is 1 and L is 5. And since the stimulus tells you that there are more directors than leaders, the combination must be 5 directors and 1 leader. Accordingly, statement 2 is sufficient.
Explanation:
Answer:
I'll go with option C
According world bank data the GDP per capita for the World as at 2018 is 17,912.368 ( current international $)
Answer:
Current assets:
Amount = 2014 value - 2013 value
= $203,600 - $254,000
= -($50,400) (Negative)
percentage changes = 
= 
= (19.84)%
Plant assets:
Amount = 2014 value - 2013 value
= $1,397,000 - $831,700
= $565,300
percentage changes =
= 
= 67.96%
Total assets:
Amount = 2014 value - 2013 value
= $1,600,600 - $1,085,700
= $514,900
percentage changes =
= 
= 47.42%
Alpha level is a probability value that is used to define the concept of "very unlikely" in a hypothesis. This value determines he boundaries for the critical region, which is composed of the extreme sample values that are very unlikely to be obtained if the null hypothesis is true. Type I error is <span>when a researcher rejects a true null hypothesis.</span>
The relationship between the alpha level, the size of the critical region, and the risk of a type i error is the following: when the alpha level increases, the critical region increases and type I error increases.
