Answer:
d) change in total benefit that occurs when a person consumes another unit of the good.
Explanation:
Marginal cost can be defined as the additional or extra cost that is being incurred by a company as a result of the production of an additional unit of a product or service.
Generally, marginal cost can be calculated by dividing the change in production costs by the change in level of output or quantity.
Utility can be defined as any satisfaction or benefits a customer derives from the use of a product or service.
This ultimately implies that, any satisfaction or benefits a customer derives from the use of a product or service is generally referred to as a utility.
Furthermore, the marginal utility of goods and services is the additional satisfaction that a consumer derives from consuming or buying an additional unit of a good or service.
Marginal benefit can be defined as the highest amount of money (in dollars) that a consumer (buyer) is willing to pay to a seller in order to acquire an additional unit of a product i.e one more unit of the product.
Hence, marginal benefit would be described as the change in total benefit that occurs when a person consumes another unit of the good.
Listening, checking for understanding
Answer:
9.69%
Explanation:
Calculate for the internal growth rate
First step is to calculate the ROA
ROA = $4,819/$38,200
ROA=.1262*100
ROA= 12.62%
Second step is to calculate the plowback ratio b
The plowback ratio, b= 1 – .30
b= .70
Now let calculate the Internal growth rate using this formula
Internal growth rate=(ROA × b)/[1 – (ROA × b)]
Let plug in the formula
Internal growth rate=[.1262(.70)]/[1 – .1262(.70)]
Internal growth rate=.0969*100
Internal growth rate= 9.69%
Therefore the internal growth rate will be 9.69%
Answer:
The answer is "
".
Explanation:
Interest expense for 3 months till December 31, 2021 
Less: Interest payable for 3 months till December 31, 2021
Discount amortized till December 31, 2021: 
The issue price for Bonds 
Add: Discount amortized till December 31, 2021
Net bond liability balance at December 31, 2021 
360595900 (rounded off)
