Answer:
d. 96,000
Explanation:
Provided required rate of return on investments of $800,000 = 12%
Now desired profit = $800,000 X 12% = $96,000
therefore when fixing the price per unit this profit shall be added, and then reverse calculation is done.
With this we can get the desired profit.
At the last the total of cost and profit shall be divided by number of units to get the selling price per unit.
Therefore desired profit in dollars = $96,000
After all resulting adjustments have been completed, the new equilibrium price will less than the initial price and output. The same will happen to the industry output. In each situation in which <span>an increase in product demand occurs in a decreasing-cost industry the result is: </span>the new long-run equilibrium price is lower than the original long-run equilibrium price.
Answer: 3.22
Explanation:
Given that;
mean = 2.5 min
standard deviation = 0.25 min
now to get the value of X required, we say
z = (x - u) / a
where z is the distance from the mean measured in the standard deviation units, x is the value we are interested in, u is the mean distribution, a is the standard deviation of the distribution.
the time delay should be just enough to allow 99.8% of the cabinets to dry completely = 99.8/100 = 0.9980
first we determine an appropriate z value.
Using the standardized normal tables,
value of z for approximately 0.9980 is 2.88
so using our initial equation z = (x - u) / a
we substitute the value
z = (x - u) / a
2.88 = ( x - 2.5) / 0.25
2.88 * 0.25 = x - 2.5
0.72 = x - 2.5
x = 0.72 + 2.5
x = 3.22
Answer:
the marginal propensity to consume is 0.75
Explanation:
The computation of the marginal propensity to consume is shown below:
MPC = Change in consumption ÷Change in disposable income
where,
The Change in consumption is 1500
ANd, the Change in disposable income is 2000
So,
MPC is
= $1,500 ÷ $2,000
= 0.75
hence, the marginal propensity to consume is 0.75
When an individual weighs her options and makes a choice that maximizes her benefit at the minimum cost, economists refer to this as a process of... rational decision making. You just studied 8 terms!
