For a restaurant, some variable costs could be labor costs/ worker wages, raw product/ purchasing food to cook, and energy and fuel/ utilities.
Answer:
$912.68
Explanation:
Particulars Time PVF at 9.9% Amount Present Value
Cash Flows (Interest) 1.00 0.9099 79.00 71.88
Cash Flows (Interest) 2.00 0.8280 79.00 65.41
Cash Flows (Interest) 3.00 0.7534 79.00 59.52
Cash Flows (Interest) 4.00 0.6855 79.00 54.15
Cash Flows (Interest) 5.00 0.6238 79.00 49.28
Cash Flows (Interest) 6.00 0.5676 79.00 44.84
Cash flows (Maturity) 6.00 0.5676 1,000.00 <u>567.60</u>
Intrinsic Value of Bond or Current Bond Price $<u>912.68</u>
Thus, the Current bond price is $912.68
Answer:
<u>B. shows planned purchase rates of goods and services at various price levels.</u>
Explanation:
- The aggregate demand is the total demand for final goods and services in the economy over a given period of time. And is often distinguished as the effective demand curve. That is the demand for the GDP of the nation.
- As it specifies all the goods and the services that are to be purchased at all the possible levels. Hence this demand curve shows us the real output given on the horizontal axis. Thus the curve shows the quantity of the output that is demanded and the aggregate of the all price level.
Answer:
The company's current ratio increased.
Explanation:
What would happen to this company is that the company's current ratio would increase. The current ratio refers to a ratio that measures the company's capacity to fulfill its short-term obligations, usually within a year. Therefore, this can also be considered a liquidity ratio. The way in which it does it is by comparing the company's current assets to its current liabilities. The current ration in this case would increase due to the fact that the company used the money to pay off some of its short-term notes payable.
Answer: $18
Explanation:
Based on the information,
Sales revenue = $65 × 225 = $14625
Cost of goods sold = (45 × $20) + (1125 × $4) + (225 × $14) + (225 × $9)
= $900 + $4500 + $3150 + $2025
= $10575
Gross profit = Sales revenue - Cost
= $14625 - $10575
= $4050
The gross profit for one chainsaw will be:
= $4050/225
= $18