Answer:
If Bread and Butter Bakers meet their sales goal, their net profit per month is $11,500
Explanation:
Bread and Butter plans to use 10,000 pounds of flour per month at a price of $2.00 per pound with an additional variable expense per loaf of $1.50. They hope to sell 10,000 loaves of bread.
Total variable expense = 10,000 x $2.00 + 10,000 x $1.50 = $35,000
Total sales = 10,000 x $6.00 = $60,000
Net profit = Total sales - Total variable expense - fixed costs = $60,000 - $35,000 - $13,500 = $11,500
Answer:
E=-4.0746
Explanation:
Using the midpoint method, Lauren's income elasticity of demand for new outfits is determined by the change in income multiplied by the average number of outfits, divided by the change in the number of outfits multiplied by the average income:
Her income elasticity of demand for new outfits is -4.0746.
Answer:
Option (c) : $80,000
Explanation:
As per the data given in the question,
A B
Sales price $12 $22
Less: Variable cost $10 $10
Contribution per unit $2 $10
Time required in hours 0.25 0.50
Contribution per hour $8 $20
Rank 2 1
Company should produce only product B to maximize the contribution.
Total contribution = $20 × 4,000
= $80,000
Answer:
A. True
Explanation:
Bank loans are generally short term for meeting the working capital needs, that depends upon the operating cycle of a company.
Usually that keeps on rotating and extending, as the banks keep on earning interest and the funds are usually not needed, this results in the constant support for business.
Further this facility is only provided to the clients who are performing good and that the clients are viable.
If the balance sheets of the client depicts that they are not financially viable then the bank do not extend the time limits and tries to recover the funds as soon as possible.
Answer:
Total cost= $877,500
Explanation:
<u> First, we need to calculate the unitary variable cost:</u>
Unitary variable cost= 135,000 / 30,000= $4.5
Unitary variable cost= 180,000 / 40,000= $4.5
Unitary variable cost= 225,000 / 50,000= $4.5
<u>Now, the total cost for 35,000 hours:</u>
Total cost= Unitary variable cost*total number of hours + fixed costs
Total cost= 4.5*35,000 + 720,000
Total cost= $877,500
