Answer:
1. 12.25
2. 15.625
3. 25.75
4. 43.75
Explanation:
Po = Do (1 + g) /( Ke - g)
(1) Po = Do (1 + g) /(Ke - g)
Where = Ke = 8% , g= -2%
Po = 1.25(1 - 2%) / ( 8% + 2%)
= 1.225 / 10%
= $12.25
(2). Po = Do (1 + g) /( Ke - g)
Where = Ke = 8% , g= 0%
Po = 1.25(1 + 0) / ( 8% - 0)
= 1.25 / 8%
= $15.625
(3). Po = Do (1 + g) /( Ke - g)
Where = Ke = 8% , g= 3%
Po = 1.25 (1 + 3%) / (8% - 3%)
= 1.2875 / 5%
= $25.75
(4) Po = Do (1 + g) /( Ke - g)
Where = Ke = 8% , g= 5%
Po = 1.25 ( 1 + 5%) / (8% - 5%)
= 1.3125 / 3%
= $43.75
Answer:
Option (a) $7,386 increase
Explanation:
Data provided in the question:
Change in total liabilities = - $26,185 [negative sign depicts decrease]
Change in equity = $33,571
Now,
Total Assets = Total Liabilities + Total Equity
Thus,
Change in total assets = Change in total Liabilities + Change in total Equity
or
Change in total assets = - $26,185 + $33,571
= $7,386 [positive value depicts increase]
Hence,
Option (a) $7,386 increase
The correct answer is 2.2 hours.
I<span>f Eva uses the earliest due date priority rule, the order of the dresses will be as follows: W (1 hour processing time, 1 hour due); Y (2 hrs processing time, 3 hrs due); V (3 hrs processing time, 5 hrs due); Z (5 hrs processing time, 7 hrs due); X (4 hrs processing time, 9 hrs due).</span>
It's easier to do the next step using real numbers. For example, if it's 11am now and W is due in 1 hour, then W is due at noon. If Y is due in 3 hours, then Y is due at 2pm, etc. Then, you need to use the processing time to see how long it will take to make the dresses. For example, since W takes one hour to process, it will be done by noon, its due date.
This means that W and Y will be altered on time, V will be 1 hour late, Z will be 4 hours late, and X will be 6 hours late. To find the average tardiness, add these extra hours (1+4+6) = 11, and divide by the total number of dresses (even the ones that weren't late) 5: 11/5 = 2.2 hours.
