Answer:
a. $32,800
b. $37,019
c. $37,460
Explanation:
a. The computation of Total Amount Withdrawn by Alan when simple interest is shown below:-
Accumulated amount of money = Invested amount + (Rate of interest × Number of years)
= $20,000 + ($20,000 × 8% × 8)
= $32,800
b. The computation of Total Amount Withdrawn by Alan when annually Compounded is shown below:-
Accumulated amount of money = Invested amount × (1 + rate of interest)^Number of years
= $20,000 × (1 + 0.08)^8
= $20,000 × 1.85093
= $37,019
c. The computation of Total Amount Withdrawn by Alan when semi annually Compounded is shown below:-
Accumulated amount of money = Invested amount × (1 + rate of interest × Number of years ÷ 200)^16)
= ($20,000 × (1 + 0.08 × 8 ÷ 200)^16)
= $20,000 × 1.87298
= $37,460
Therefore we have applied the above formulas.
A person would take advantage of a non installment credit offer if there was no interest charged on on the loan. Many of these offers will not charge interest on the loans if the loan is paid off in a short amount of time. Usually within 3 to six months of the time the loan is started. These offers are usually for appliances and furniture. You can always ask the store you are visiting if they have these offers available. If you don't pay the loan off within the amount of time, you are then charged the interest and have a longer amount of time to pay the loan off.
Answer:
b. $85,000
Explanation:
First, we should prepare the analysis of cost savings if the company buys outside.
Analysis of cost and savings
Purchase (5,000 units × $68) = ($340,000)
Savings
Variable cost = $80,000
Fixed cost = $175,000
Net income effect
($85,000)
The effect is a decrease in net income by $85,000.
The correct answer is A. Say's Law
Explanation:
Say's Law proposed by the economist Jean-Baptiste Say establishes the supply (availability of a product) or the production itself is the factor that creates demand (customers willing to buy the product). For example, the production of a new model of cellphone or computer makes people want to buy the new model. This idea is expressed by the quote "If you build (produce] it they will come [purchase]" because in the quote it is explained the production of something make people go to buy that product.
