Answer:
Overhead budget:
Variable overhead= 274,400
Fixed overhead= 180,000
Total overhead= $454,400
Explanation:
Giving the following information:
Production= 4,900 units
Each unit requires 5 hours of direct labor at a rate of $16 per hour.
Variable factory overhead is budgeted to be 70% of direct labor cost
Fixed factory overhead is $180,000 per month.
First, we need to determine the direct labor cost:
Direct labor cost= (4,900*5)*16= $392,000
Now, we can calculate the overhead budget:
Overhead budget:
Variable overhead= (0.7*392,000)= 274,400
Fixed overhead= 180,000
Total overhead= $454,400
Answer:
This manufacturer should have to take the option of dropping Dillard's and including Macy's and Saks Fifth Avenue.
Explanation:
When manufacturers produce, they do so for the sake of gains and profits. A larger market provides bigger profits compared to a smaller one.
This question tells us that this manufacturer has a greater number of customers looking to get there products at Neiman Marcus, Macy's, and Saks Fifth Avenue. So since these places would provide him a bigger market, so he should partner with these retail markets (Neiman Marcus, Macy's, and Saks Fifth Avenue) and drop the market with just few customers (dillards).
Answer:
Qualify for an A.P.R. based on their creditworthiness
Explanation:
After the introductory period is over you will be set a new APR
Answer:
1.63
Explanation:
The computation of the pricing elasticity of supply using the midpoint method is shown below:
= (change in quantity supplied ÷ average of quantity supplied) ÷ (percentage change in price ÷ average of price)
where,
Change in quantity supplied would be
= Q2 - Q1
= 1,100 - 500
= 600
And, the average of quantity supplied is
= (1,100 + 500) ÷ 2
= 800
Change in price would be
= P2 - P1
= $0.80 - $0.50
= $0.30
And, average of price would be
= ($0.80 + $0.50) ÷ 2
= 0.65
So, after solving this, the price elasticity of supply is 1.63
