Answer:
b. X1 + X2 ≤ X3 + X4
Explanation:
b. X1 + X2 ≤ X3 + X4
The situation tells us that the sum of both 1 and 2 must be equal to the sum of 3 and 4 which is true, because if both projects 1& 2 are selected then the both projects 3 & 4 must also be selected.
The rest of the choices are wrong because
a. X1 + X2 ≤ 2(X3 + X4)
The sum of projects 1& 2 is not less than 2 times sum of projects 3 & 4 .
c. X1 − X3 = X2 − X4
If we leave project 3 then project 4 cannot be left out.
d. X1 + X2 + X3 + X4 ≤ 2
any two projects out of the four cannot be chosen. 1 must be chosen from 1&2 and the other from 3 &4.
Answer:
We find the amount in accumulated depreciation by finding the depreciable value:
Asset Cost - Residual Value = Depreciable Value
$15,000 - $3,000 = $12,000
Now, let's divide this by 2 to find the amount in accumulated depreciation at the end of the second year:
$12,000 / 2 = $6,000
Answer:
$9,520
Explanation:
Terminal cash flow = After tax salvage value of new machine + Recovery of net working capital
Terminal cash flow = $6,000 + $3,520
Terminal cash flow = $9,520
So, the new machine's terminal cash is $9,520.
Answer:
$2,300
Explanation:
Assuming that the requirements for qualified plan awards are otherwise satisfied, each award by itself would be excluded from income.
The excludable amount or deduction is $1,600 out of total amount of awards.
Total amount of awards = Design + Graphic + Employee of the year
= $1,340 + $1,775 + $785
= $3,900
Taxable awards = Total amount of awards – Excludable amount
= $3,900 – $1,600
= $2,300
However, because the $3,900 total value of the awards is more than $1,600, Keren must include $2,300 in his taxable income.
