Answer:
rate of return on investment = 52.4%
Explanation:
<em>The rate of return earned on the investment can be worked out using the Future value of a lump sum formula. The future value of a lump sum is the amount lump would amount to if interest is earned and compounded at a certain interest rate.</em>
The formula is FV = PV × (1+r)^(n)
PV = Present Value- 1,400
FV - Future Value, - 2,134
n- number of years- 1
r- interest rate - ?
2,134 = 1,400× (1+r)^(1)
(1+r)^(1) = 2,134/1,400
r= 1.5242 - 1
r = 0.524
× 100 = 52.4%
r= 52.4%
rate of return on investment = 52.4%
Answer:
Material Quantity Variance= $ 3240 Unfavorable
Explanation:
Given
Standard Quantity Direct materials 5.8 ounces
Standard Price$ 3.00 per ounce * 5.8= $ 17.40
Actual output 3,400 units
Raw materials used in production 20,800 ounces
Purchases of raw materials 21,900
Working
Standard Material required for 3,400 units
*5.8= 19720 ounces.
Standard Price for 19720 ounces* 3= $ 59160
Material Quantity Variance= (Standard Price * Actual Quantity)-(Standard Price * Standard Quantity)
Material Quantity Variance= 3*20,800 - (3* 19720)
Material Quantity Variance= $62400- $ 59160= $ 3240 Unfavorable
It is unfavorable because the actual quantity used is more than the standard usage.
Answer and Explanation:
The computation is shown below:
a. Holding period return would be
= Income + (End of Period Value - Initial Value) ÷ Initial Value
= 0 +($2,178 - $1,902) ÷ $1,902
= 0 + $276 ÷ $1,902
= 14.51%
b. The annual percentage rate is
For 3 months, the rate is 14.51%
Now
For 12 months, it is
= 14.51% ÷ 3 × 12
= 14.51 % × 4
= 58.04%
c. The effective annual rate is
= ( 1 + r ÷ m)^m - 1
= (1 + 58.04% ÷ 4)^4 - 1
= (1 + 0.5804 ÷ 4)^4 - 1
= (1 + 0.1451)^4 - 1
= (1.1451)^4 - 1
= 1.719387079 - 1
= 0.719387079 or 71.94%
It’s helps them because it’s been a part of their lives for years and years. So the economic liberty was something very very good to us
Answer:
underprovide; overprovide
Explanation:
A good has positive externality if the benefits to third parties not involved in production is greater than the cost. an example of an activity that generates positive externality is research and development. Due to the high cost of R & D, they are usually under-produced. Government can encourage the production of activities that generate positive externality by granting subsidies.
A good has negative externality if the costs to third parties not involved in production is greater than the benefits. an example of an activity that generates negative externality is pollution. Pollution can be generated at little or no cost, so they are usually overproduced. Government can discourage the production of activities that generate negative externality by taxation
