Increase<span> in systemic blood pressure, what mechanism </span>would increase GFR<span>? </span>
Answer:
$17,167
Explanation:
<em>The first step is to calculate amount of cash that would be charged</em>
<em>For 30 months, pay $520 per month for 30 months and an additional $10,000 at the end of 30 months.</em>
Present value is = 2,221
<em>Then</em>
<em>The present value of the payment options is =</em>
<em>($520 * PVA (24% 12,30) + $10,000 PV ( 24% 12,30))</em>
<em>$520 * 22.396 + $10,000 * 0.5521</em>
<em>$11646 + $ 5521</em>
<em>$17,167</em>
<em>Therefore the amount of cash the car dealer would charge is $17,167</em>
Answer:
Segregation of duties.
Explanation:
Segregation of duties -
The concept of segregation of duties is based on the shared responsibilities .
It refers to the method of assigning different person for different task , is referred to as segregation of duties .
It is the fundamental building block for running a business efficiently , in order to reduce any management risk .
In the business it is the major case of any fraud or error , as one person is responsible for maximum duties functioning in the business .
Therefore , it is import to divide various duties .
Hence , from the given scenario of the question,
The correct answer is segregation of duties .
17,000 * 17,000 * 0.15 = 43,350,000
(Hope this helps...)
Answer:
The process of making this decision By the CLASSICAL MODEL of decision making
Explanation:
The classical general equilibrium model was developed in the 18th century within the neoclassical economics and it is related to classical economics.
The classical general equilibrium model aims to describe the economy by taking an aggregate of the behavior of individuals and firms.
Decision taken using this Method is usually based on what the eyes are seeing. Facts.
From the text, Ola buys new bikinis weekly based on the designs the customers are buying more. He decides on what to buy for the new week by looking at the designs that his customers went for the previous week. This is a clear case of Classical model of Decision making.
