Answer:
Option 2 should be selected
Explanation:
Using a rational approach which option most benefit and have a minimum cost. We will use the break-even level here to decide which option should be selected.
Option 1
Price per call = $30
Variable cost per call = $18
Contribution = Sales - Variable cost = $30 - $18 = $12
Fixed Cost = $15,000
Break-even point = Fixed cost / Contribution per call = $15,000 / $12 = 1,250 calls
Option 2
Price per call = $30
Variable cost per call = $18 + ( $30 x 10% ) = $18 + $3 = $21
Contribution = Sales - Variable cost = $30 - $21 = $9
Fixed Cost = $9,000
Break-even point = Fixed cost / Contribution per call = $9,000 / $9 = 1,000 calls
Difference = 1,250 calls - 1,000 calls = 250 calls
Option 2 is better option because it take 250 less calls to reach at break-even in the month. It should be selected.
Sandra is involved in production.
Production can be described as the process of transforming or converting resources into goods and services.
In any organization, the depart that is in charge of production is the production or operation department.
Therefore, Sandra is involved in production.
The reason is that the transformation of resources into goods and services is her key job role at the company.
Learn more here: brainly.com/question/1462114.
Answer:
Explanation:
std rate $9.00
actual rate $8.50
standard hours 5,200
Total variance: 390 Favorable
Rate variance:
Efficiency
Total:
rate + efficiency
We plug our know values and solve:
0.5actual hours + 46,800 - 9actual hours = 390
46,800 - 390 = 8.5 actual hours
46,410/8.5 = actual hours = 5,460
now we calculate each variance:
rate: 2,730
efficiency (2,340)
Answer:
Her total income is 114 pesos.
Explanation:
As the price of uglifruit is 6 Pesos. So we need to find the price breadfruits in order to find Maria's daily income. So the equation would be :
11 ( 6) + 4 Breadfruit = 3(6) +8 Breadfruit, as the price of uglifruit is 6 pesos.
66+4 Breadfruit= 18+8 Breadfruit
66-18= 8 Breadfruit- 4 Breadfruit
48 = 4 Breadfruit
12= 1 Breadfruit
Now we can insert the price of Breadfruit in the equation to drive Maria's income which 114 .
