Answer:
Cost of 608 hp compressor = $32,832
Explanation:
Given:
Cost of 250 hp compressor = $13,500
Find:
Cost of 608 hp compressor
Computation:
Cost of 608 hp compressor = Cost of 250 hp compressor x [608 / 250]
Cost of 608 hp compressor = $13,500 x [608 / 250]
Cost of 608 hp compressor = $32,832
Answer:
Option B. Treasury Stock for $1,200
Explanation:
The reason is that when 1,000 shares which has $2 par value and were issued at $10 per share, the journal entry was:
Dr Cash Account $10,000
Cr Common Stock $2,000
Cr Paid In Capital $8,000
But when 100 shares were repurchased at $12 per share, then the accounting treatment would be
Dr Treasury Stock $1,200
Cr Cash Account $1,200
So the correct option is option B.
Answer: False
Explanation:
Total Revenue is the total amount that is received in return on sales of goods and services.
It is calculated as Price multiply by Quantity.
If the price of a product increases the revenue would also increase ceteris paribus( all things being equal). If the price of a product was $10 and 4 units were purchased Total revenue would be $40 and if price increases to $20 and 4 units were still purchased total revenue would be $80 assuming that we’re not taking into consideration any other factor like elasticity or type of good.
If price increases revenue increases too.
Answer:
The profit margin earned if each unit requires two machine-hours is 25%
Explanation:
For computing the profit margin, first, we have to compute the estimated overhead rate per unit which is shown below:
Estimated Overhead rate = (Estimated manufacturing overhead costs) ÷ (estimated machine hours)
= ($240,000) ÷ (40,000 machine hours)
= $6
Now the profit per margin would equal to
= Selling price per unit - direct cost per unit - overhead cost per unit × number of required machine hours
= $20 - $3 - $6 × 2
= $5
Now the profit margin would equal to
= (Profit per unit) ÷ (selling price per unit) × 00
= ($5 ÷ $20) × 100
= 25%