Since the increasing level of government transfers only transfers the wealth without actual creation of goods/services, Higher taxes may be necessary to finance increased transfer payments, leading to a reduction in hours worked because of a decrease in the reward for productive activity. Not only that, <span>.Greater transfer activity diverts productive resources into rent-seeking activity</span>
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a. The computation of Total Amount Withdrawn by Alan when simple interest is shown below:-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b. The computation of Total Amount Withdrawn by Alan when annually Compounded is shown below:-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c. The computation of Total Amount Withdrawn by Alan when semi annually Compounded is shown below:-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.
Answer and Explanation:
The computation is shown below:
a. The expected value of payout arise from emergency is
= 0.01 × $67,500
= $675
b. The expected value of payout arise from capped coverage insuance is
= (0.9 × $500) + (0.09 × $2,500)
= $675
c. The risk averse shows the minimum exposure with respect to the swings of the income or there would be the loss in the income. Since the payout amount is same in both the cases so here we considered option B
What is your favorite food that come from your culture mine are probably Tomales
Answer:
$1,500
Explanation:
Given the compounding formula 
And given an investment (P), made at 16% compounded annually (r), and an ending amount of $1,740 (A) at the end of the year (n = 1 year), the original amount invested (P) can be computed as follows.
= P = 1,740/1.16 = 1,500.
Therefore, the original investment was $1,500.
