Answer:
The correct answer is d.
Explanation:
The fallacy of composition consists in inferring that something particular is true, and that therefore it is also true about a whole, basing this only because it is true about one or more of its parts. For example, if we establish that a piece of metal can not break at high temperatures, therefore the machine of which it is part will not break at high temperatures.
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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:
a-1. The present value of Plan 1 = $93.08
a-2. The deal 2 which involves paying immediately adn taking the 10% discount is better.
Explanation:
a-1.
The interest rate of 5% is taken as the discount rate to convert future cash flows into the present value.
The First payment plan with installments has a present value of,
Present Value-Plan 1 = 25 + 25/1.05 + 25/1.05² + 25/1.05³ = $93.08
a-2.
The first plan will cost $93.08 in the present value.
The second plan will involve immediate payment and a discount of 10%vwhch makes the present value of plan 2 as $90 (100 - (100*0.1)).
Thus, the second deal or deal involving immediate payment and taking the discount is better.
Answer:D) Rational, efficient, ideal organization based on principles of logic.
Explanation:Max Weber was a modern twentieth century Sociologist who proposed the Bereaucracy theory, according to Max Weber, Bereaucracy is the basis for the systematic formation of an organisation and Bereaucracy is designed to ensure efficiency and economic effectiveness is achieved. According to Max Weber, Bereaucracy is an ideal model for management and its administration to bring an organisation's power structure into focus when executing jobs or activities.
Like Max Weber, Tammy shares the same view that Bereaucracy is a Rational, efficient, ideal organization based on principles of logic.