Answer:
correct option is a.$0
Explanation:
given data
passive activity losses = $150,000
active business income = $120,000
portfolio income = $30,000
to find out
how much passive activity loss can White Corporation deduct
solution
as per given we know that here white corporation is a Personal Service Corporation
so that it is not deduct the passive loss against the portfolio income
so correct option is a.$0
Answer:
Here's an example
I sell bead bracelets for $5.00. The chord I use to make them is $2.50 for 5 feet. Each bracelet needs 1/4 of a foot of chord. That is $0.13 worth of chord per bracelet. The beads I use are 30 beads for $1.00. I use 5 beads in each bracelet. That is $0.17 worth of beads per bracelet. The total price of the materials per bracelet is 30 cents. Let's say It takes me 10 minutes to make a single bracelet. If I sell the bracelet at 30 cents, I would no have made a profit and would instead lose 10 minutes of my time. If I sell it for anything less, I would be losing money and time. If I want to make a profit, I need to add the money I want to make plus the cost of resources. Therefore, if I want to make a profit of $4.70, I must sell the bracelets for $5.00.
<span>120
The simple answer is that 5 items can be arranged 5! (5 factorial) different ways. But let's expand upon that brief answer. We have 5 jobs and 5 machines with which to perform those jobs. So let's look at the 1st machine. Any of 5 of the jobs may be assigned to it. Now we have 4 jobs left unassigned. So let's look at the 2nd machine. For that machine, any of the 4 remaining jobs may be assigned to it, leaving 3 unassigned jobs. We can continue in that fashion, assigning at random one the of 3 remaining jobs to the 3rd machine, one of the 2 remaining jobs to the 4th machine, and finally, the only unassigned job to the 5th machine. So there's 5 * 4 * 3 * 2 * 1 = 5! = 120 different ways to assign those 5 jobs to all 5 machines.</span>
Answer:
It is more profitable to continue processing the units.
Explanation:
Giving the following information:
Product A:
Units= 23,000
Selling price= $420,000
Continue processing:
Product B= 6,000 units sold for $106 each
Product C= 11,900 units sold for $52 each
Total cost= $280,000
We need to calculate the effect on the income of both options and choose the most profitable on<u>e. We will not take into account the first costs of Product A because they are irrelevant.</u>
Option 1:
Effect on income= $420,000
Option 2:
Effect on income= (6,000*106) + (11,900*52) - 280,000
Effect on income= $974,800
It is more profitable to continue processing the units.
