A, B, D ,and E statements are correct
Explanation:
The main reason for the annual report is that it is utilized by investors when they expect future income and dividend from the company as well as the risks associated with those cash flows.
The statement of income shows the difference between the income and costs of a company–that is, its profits–over a given duration. Nevertheless, any income reported comes in cash and the expenditure reported always reflects cash expenditures. There will therefore be no substantial difference for the same period between a company's profits reported and its real cash flow.
Suppose all companies follow generally accepted standards of transparency. Two years ago, both companies started operations with similar fixed assets worth $1 million, and neither company sold either or purchased any of these properties. All firms would have to report to their balance sheets the same amount of net fixed assets as the statements are sent to creditors.
Assets other than currency are expected to produce cash over time and the amount of cash they generate will be the same as the amounts on the ledger.
Answer:
3%
Explanation:
Given the following :
Purchased merchandise = $43,338
Number of payments required = 6
Payment per period = $8,000
PV factor (PVIFA) = (purchased merchandise / payment per period)
PVIFA = (43,338 / 8000) = 5.41725
Using the PVIFA table, we locate the interest rate on PVIFA factor of 5.41725 for a period of 6 years.
For PVIFA of 5.4172, the interest rate is 3%
Hence the implicit Interest t rate = 3%
PVIFA = [1 - (1+r)^-n] ÷ r
Formula for calculating GDP;
GDP = Consumption + Investment + Government spending/Expenditure + Exports - Imports
Y = C + I + G + XM
Y = 10.53 + 6.32 + 3.40 + 1.28 - 2.26
GDP = 19.27 Trillion Rupees
We are given
fixed cost, F = $6,660,000
sales mix:
65% sporting goods
35% sports gear
margin ratio:
30% sporting goods
50% sports gear
Now, we solve for the break even point in dollars. We use the formula
x = total fixed cost / [ price - total variable cost/price ]
Using the given values
x = 6660000 / [0.65(0.3)(6660000) + .35(0.5)(660000)]/ [(0.3)(6660000) + (0.5)(660000)]
x = $14,400,000
The breakeven point is $14,400,000
This is the sales when the revenue is just equal to the total cost of producing the products resulting to zero profit.
One thing for sure is it’s going to slope down soon
