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:
5%
Explanation:
stock's Alpha = R - Rf - beta (Rm - Rf)
- R represents the stock's return = $6/$25 = 24%
- Rf = 6%
- Beta = 1.3
- Rm = 16%
Alpha = 0.24 - 0.06 - 1.3 (0.1) = 0.24 - 0.06 - 0.13 = 0.24 - 0.19 = 0.05 = 5%
A stock's Alpha is basically the excess return that the stock yields compared to an specific benchmark, e.g. S&P 500, Dow Jones.
Answer:
$405,000
Explanation:
The computation of the ending inventory reported is shown below:
Inventory on December 31,2018 $325,000
Add: Goods purchased from a vendor i.e shipping point $30,000
Add: Goods sold FOB destination to customer $38,000
Add: consignment by Brecht Inc $12,000
Ending inventory reported $405,000
In the above cases, the added items indicates the ownership is transferred to buyer , received by buyer and remains with the buyer
Answer:
Expectancy theory
Explanation:
Expectancy theory states that when an individual is faced with different choices they will be motivated in a certain way in choosing a particular option based on what they expect to be the result of the choice.
So behaviour is affected by perceived result or consequence of a particular choice.
In the given scenario Joyce works hard and puts in many extra hours, and getting a promotion is most important to Joyce.
So because of her expectations that manager must recognise that:
(1) she is putting in hard work and long hours to obtain a promotion,
(2) what motivates Joyce will change over time (if she does not get the promotion), and
(3) he must clearly show Joyce how to attain the desirable reward.
