Answer:
$207000 is the sales revenue for the year.
Explanation:
The given situation is:
Sales Revenue 100%
Cost Of Goods sold <u> 60% </u>
Profit Margin 40%
Now we neither have sales revenue figure nor the profit margin figures but we can calculate cost of goods sold from the following formula:
Cost Of Goods Sold = Opening Inventory + Purchases - Closing Inventory
By putting values we have:
Cost Of Goods Sold = $54,000 + $109,800 - $39,600
Cost Of Goods Sold = $124,200
Now cost of goods sold is 60% which means if we want to go at 100% we will divide with the percentage at which we are standing (60%) and multiply with the percentage which we want to calculate (Sales is 100%).
Sales revenue = Cost of goods sold * 100% / 60%
Sales revenue = $124200 * 100% / 60% = $207,000
Answer:
a) 469.40%
b) 18.15%
Explanation:
a)
Total nominal growth rate =
thus,
Total nominal growth rate =
= 469.40%
b) Total real growth rate =
now,
Real earned income in 1976 =
=
= $20,267.54
and,
Real earned income in 2016 =
=
= $23,947.21
Therefore,
Total real growth rate =
= 18.15%
Answer:
Huduko Inc.
The number of servers in this system is:
= 200.
Explanation:
a) Data and Calculations:
Utilization rate = 30%
Interarrival time of jobs = 8 milliseconds (0.008)
Coefficient of variation = 1.5
Average jobs waiting in the queue to be served = 20
Number of jobs in process = 60
Number of servers processing the 60 jobs = 60
Since the number of servers processing at a time is 60 with a utilization rate of 30%, it means that there are 200 servers in the system (60/30%).
Answer:
b. 65,000 units
Explanation:
The number of units of products y must sell to yield an annual profit of $90,000 is computed as;
Break even point in sales units = (Fixed cost + Targeted profit) / Contribution margin
Given that ;
Fixed cost = $300,000
Targeted profit = $90,000
Contribution margin = $15 - $9 = $6
Therefore,
Break even point in sales units = ($300,000 + $90,000) / $6
= 65,000 units
The number of units of products y must sell to yield an annual profit of $90,000 is 65,000 units.