Answer:
Lumpy demand is not used in project management.
The correct answer is D
Explanation:
Dummy is a zero activity, which helps in network analysis.
Activity refers to a task in network analysis.
Latest finish time is the latest completion time of a project in network analysis.
Lumpy demand refers to low demand as a result of higher cost. It is not used in network analysis (project management)
An oligopoly firm is similar to a monopolistically competitive firm in that BOTH FIRMS HAVE MARKET POWER.
Market power refers to the ability of a company to increase and maintain price above the level that would prevail under competition. When market power is exercised, it usually leads to reduced output and loss of economic welfare.
Answer:
Laurel bond % change = -6.6%
Hardy bond % change = -16.3%
Explanation:
current bond price $1,000
interest rate 7%
Laurel bond matures in 4 years, 8 semiannual payments
Hardy bonds matures in 15 years, 30 semiannual payments
if market interest increases to 9%
Laurel bond:
$1,000 / (1 + 4.5%)⁸ = $703.19
$35 x 6.59589 (annuity factor, 4.5%, 8 periods) = $230.86
market price = $934.05
% change = -6.6%
Hardy bond:
$1,000 / (1 + 4.5%)³⁰ = $267.00
$35 x 16.28889(annuity factor, 4.5%, 30 periods) = $570.11
market price = $837.11
% change = -16.3%
<span>The opportunity cost is $8 for buying the dozen donuts. Even though the prices are the same, there is still the cost of the foregone entertainment that will not be enjoyed because of the purchase of the donuts. Had the donuts not been purchased, one would have gone to see the movie, and now this will not happen due to the donut purchase.</span>
Answer:
for (i = 0; datasamples[i] < NUM_POINTS ; ++i) {
if(datasamples[i] < minVal) {
datasamples[i] = datasamples[i] * 2;
}
}
Explanation:
In this particular problem, we are trying to look at each value in the datasamples array, and double it. This calls for the use of an index variable.
The index variable will keep track of the position within the array as we move from left to right. Starting on the left, at index 0, we will move right until we are at the end of the array.
++i takes care of incrementing the index variable each time the loop runs. This is what moves through the array.
The termination condition checks whether if we have iterates all values in the array. Once you've gone past all the values in the array the index variable is pointing all the way at the end.
As soon as the termination condition is false the loop will stop executing. So we will want to run your code while i (the index variable) is less than the size of the array (datasamples.length).
Once you've figured out the for loop bounds, simply check your conditional with an if-then statement before updating the values:
