Answer:
c. Subtract total satisfaction from consuming N - 1 (first) products from total satisfaction from consuming N products
Explanation:
By definition, marginal utility of consuming one more unit of product or service is the additional satisfaction of consuming that unit of product or service.
That additional satisfaction from (consuming) the Nth products = total satisfaction from (consuming) all N products - satisfaction from consuming (first) N - 1 products
(first) should be added, because you are finding the satisfaction from the last consumed product.
Answer:
C
Explanation:
The most relevant one because university is the place to produce expert in many fields. Thus this will increase your earnings within your course of career.
Answer:
Allied Merchandisers
Journal Entries
Date General Journal Debit Credit
03-May Merchandise Inventory $20,000
To Cash $20,000
05-May Accounts Receivable $21,000
To Sales $21,000
05-May Cost of goods sold $15,000
To Merchandise Inventory $15,000
07-May Sales Returns and allowances $1,750
To Accounts Receivable $1,750
07-May Merchandise Inventory $1,250
To Cost of goods sold $1,250
08-May Sales Returns and allowances $300
To Accounts Receivable $300
15-May Cash $18,571
Sales Discounts $379
($18950*2%)
To Accounts receivable $18,950
($21000-$1750-$300)
Answer:
The yield to call for this bond is 9.30%
Explanation:
Yield to call
The rate of return bondholders receives on a callable bond until the call date is called Yield to call.
Now use the following formula to calculate the Yield to call
Yield to Call = [ C + ( F - P ) / n ] / [ ( F + P ) / 2 ]
Where
F = Face value = $1,000 ( Assumed )
C = Coupon Payment = Face value x Coupon rate = $1,000 x 10.4% = $104
P = Call price of the bond = Face value + Call Premium = $1,000 + $75 = $1,075
n = Numbers of years to call = 10 years
Placing vlaues in the formula
Yield to Call = [ $104 + ( $1,000 - $1,075 ) / 10 years ] / [ ( $1,000 + $1,075 ) / 2 ]
Yield to Call = 0.0930
Yield to Call = 9.30%
Answer:
Interest expense $ 11.15
Explanation:
As the bank uses the average daily balance excluding new purchases we should use that amount to solve for the interest expense.
The rate is one and a half percent therefore, 1.5% --> 0.015
principal x rate = interest
$743 x 0.015 = $ 11.145
