Answer:
option (B) 100
Explanation:
Data provided in the question:
Number of days supplier takes to deliver an order once it has been placed i.e the lead time = 25 days
Standard deviation of daily demand = 20
Now,
Standard deviation of usage during lead time
= Standard deviation of daily demand × √(Lead time)
= 20 × √25
= 20 × 5
= 100
Hence,
The answer is option (B) 100
The amount of discount that has to be included in Francis's income is 0.
<h3>How to solve for the discount amount</h3>
The amount of the discount - sales price
= 300 - 250
= $50
This is the discount when it is sold to employees
Next we solve for the gross profit as
sales price x gross profit rate
= 300 x 30%
= 90
Given the amounts that we have here we have to conclude that the amount to be included in the account is 0
Read more on what a discount is here:
brainly.com/question/9841818
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Answer:
The increase in earnings is $136511.56
Explanation:
Since the lease is a sale type of lease,it means that as soon as the machinery is delivered to the lessee,profit should be recognized on the lease transaction,which is computed below:
Profit on lease=present value of lease payments-costs
=$274149-$156000
=$118149
However,every six months interest is charged on the lease,which clearly indicates another source of earnings,the interest in the first six months is given below:
Interest=($274149-$44617)*8%
=$18362.56
Please note that interest is charged after lease payment as lease payment is made in advance not in arrears.
Conclusively, the increase in earnings is $118149+$18362.56
That is $136511.56
Answer: will be above the coupon rate
Explanation:
The Coupon rate is a fixed rate that a bond issuer pays to it's bond holders. The <em>Current Yield</em> however is calculated by dividing the Coupon payment by the Price of the bond.
When Market interest rises above the Coupon Rate, the price of the bond decreases in the market and vice versa.
Because the price of the bond is now less and it is the divisor of the Coupon rate to get the Yield, it will give a higher percentage which will be more than the Coupon rate.
