Answer:
0.1333
Explanation:
Given that,
Selling price = $5
Variable cost = $3
Annual sales = $20,000
Total sales = $60,000
Contribution margin:
= Selling price - Variable cost
= $5 - $3
= $2
Number of units sold:
= Annual sales ÷ Selling price
= $20,000 ÷ $5
= 4,000 units
Total contribution sales:
= Number of units sold × Contribution margin per unit
= 4,000 units × $2
= $8,000
Weighted contribution:
= Total contribution sales ÷ Total sales
= $8,000 ÷ $60,000
= 0.1333
Answer:
purchases = 160000
Explanation:
given data
beginning inventory = $140,000
amount of inventory on hand = $80,000
net sales = $400,000
gross profit rate = 40%
solution
we first Computation of cost of goods sold hat is
Gross profit rate = 
× 100
= 
= = 
= 100 Gross profit = 16000000
so
Gross profit = 160000
and
Cost of goods sold is = sales - gross profit
so
Cost of goods sold = 400000 - 160000
Cost of goods sold = 240000
and
Cost of goods sold = opening inventory + purchases - closing inventory
so put here value
240000 = 140000 + purchases - 60000
so purchases = 160000
Answer:
A) if I flip the coin many, many times, the proportion of heads will be approximately 1/2, and this proportion will tend to
get closer and closer to 1/2 as the number of tosses increases.
Explanation:
Probability is described as the likelihood of an event happening. It is expressed in numerical fractions between zero and one. Zero means near certainty that the event will not occur while one is a guarantee that the event is happening.
A probability of 1/2 signifies a 50 percent chance. In a coin toss, 1/2 probability means the coins have 50 chance of landing on either tail or head. A coin has only two sides. Each ill toss presents a head or tail. The more tosses one makes, the proposition of heads to tail get closer 1/2. Very many tosses will give show 1/2 to either tails or head.
Answer:
bureaucratic
Explanation:
Bureaucratic control is not really efficient when the employees are finding ways to stay out of trouble by using tactics that are within the rules.
For example, if they try to beat the system by manipulating performance reports, or if they try to actively resist bureaucratic constraints.
This problem is typical of bureaucratic control.
Hope this helps!
