Answer:
The budget for The Twilight Saga: New Moon = $50 million
Explanation:
Let the budget for Twilight Saga: New Moon = T
Let the budget for Harry Potter: The Half Blood Prince = H
We are given the following:
(The budget for Twilight Saga is one-fifth the budget for Harry Potter)
Cross multiplying the equation
5T = H - - - - (1)
H + T = 300,000,000 - - - - - (2) (Together the budgets totaled $300 million)
Next, let us substitute the value of H in equation (2) with equation (1)
(5T) + T = 300,000,000
6T = 300,000,000
Therefore, the budget for The Twilight Saga: New moon = $50,000,000
And the budget for Harry Potter: The Half Blood Prince = $250,000,000
Answer: modified rebuy
Explanation:
Tetradic's situation can be defined as the modified rebuy. Modified Rebuy refers to a purchasing situation whereby an individual or organization buys goods that they've bought before but then changes the supplier or some elements in the previous order.
Based on the question given, Tetradic Solutions alters his purchase as the order was modified. In modified rebuy, the specifications of the product, prices, and suppliers can be changed as well.
Answer:
D.
Explanation:
The word 'iterative' is derived from the Latin word 'iterare', which means 'to repeat.'
Iterative is a term used to define a process of repetition to attain the desired outcome. It is a repetitive process performed to improve or do better than before.
The statement that correctly defines the term 'iterative' is option D. The statement talks about working in cycles (repetition) to get a desired result of (refined product).
Therefore, option D is correct.
Answer:
$1,952 (Positive NPV)
Explanation:
Year Annual CF ($) PV factor at 10.30% PV of Cash Flow ($)
1 17,000 0.90662 15,413
2 17,000 0.82196 13,973
3 17,000 0.74520 12,668
4 17,000 0.67561 11,485
5 17,000 0.61252 10,413
6 17,000 0.55532 9,441
7 17,000 0.50347 8,559
TOTAL 1.73554 81,952
Net Present Value (NPV) = Present value of annual cash flows - Initial Cost
Net Present Value (NPV) = $81,952 - $80,000
Net Present Value (NPV) = $1,952 (Positive NPV)
