Answer:
Earning Satisfactory Profits
Explanation:
Based on the information provided within the qeustion it seems that the management of Fresnas Designs Inc. bases its pricing policy on Earning Satisfactory Profits. This is basically when a company revolves all their decisions around trying to make a reasonable level of profits that is consistent with the level of risk that they face. Which is what Fresnas is doing by pricing their products reasonably as opposed to pricing them higher even thought hey can.
Answer:
Creative Sound Systems
Net cash flows from investing activities:
Cash inflow from sale of investments $31 million
Cash inflow from sale of land $15.1 million
Cash outflow from purchase of equipment ($25.1 million)
<u>Cash outflow from purchase of patent ($12.1 million)</u>
Net cash flows provided by investing activities $8.9 million
Creative Sound Systems
Net cash flows from financing activities:
Cash inflow from issuing common stocks $40.2 million
<u>Cash outflow from purchase treasury stock ($21.1 million)</u>
Net cash flows provided by financing activities $19.1 million
One of the steps in solving this problem is this one:
As we know as shown above, the joournal entry for 2014 and 2015 will include the investment balance, increases and decreases to equity and intra-entity profits realized and deferred. Also the balance of the acquisition needs to be calculated.
Calculation of the book value of the purchase made as the book value of Company K times percent purchased:
400,000 * 0.40 = 160,000
Then, calculate the difference in the acquisition and the book value of the purchase:
210,000 - 160,000 = 50,000
The answer to this question is episodic memory
episodic memory refers to the recollection of personal experience that cames in the form of small fragment.
Alcool hevily affect our brain capability to form memory and it is normal for people who drank that amount of alcohol to experience memory loss/hindered upon the period leading to the drunk effect
Answer:
The present value is $938.82
Explanation:
Giving the following information:
Compute the present value of $1,150 paid in three years using the following discount rates: 6 percent in the first year, 7 percent in the second year, and 8 percent in the third year.
We need to discount the final value of $1,150 for each discount rate starting in year 3.
PV= FV/(1+i)^n
Year 3= 1,150/1.08= 1,064.81
Year 2= 1,064.81/1.07= 995.15
Year 1= 995.15/1.06= 938.82
The present value is $938.82
