Answer:
Price =$1,285.71
Explanation:
<em>A perpetual bond is that which pays a fixed amount of interest income for the foreseeable future. It issuer does not always have an obligation for redemption under the terms of loan contract.</em>
The price of perpetual bond can be determined as the present value of a perpetuity. An perpetuity is an annuity that pays a fixed amount of cash flow for a certain number of years
PV = A/r
PV- price of bond- ?
A- annual interest - 45
r- Yield to maturity- 3.5%
Price = 45/0.035=1,285.714
Price =$1,285.71
The commodification of recreational activities is the shift from people making their own fun to people purchasing it as goods and services.
<h3>What is commodification?</h3>
This is when values are assigned to objects or things which are previously meant for fun. Commodification occurs when something that used to have intrinsic value gradually develops a monetary value like water, or sunshine, or knowledge as an example.
Here, human and socio cultural value are converted into market value which also applies to goods, services, ideas, and other forms and products.
Commodification provides benefit to a business environment which includes opportunities for developing new products and services inorder to meet ever changing customer needs and demand.
Learn more about commodification here: brainly.com/question/13235742
#SPJ1
Answer:
stimulate
expansionary fiscal policy is used in order to “stimulate” the economy; this is the right answer
Answer:
a) Future Value = $530
b) Future Value = $561.8
c) Present Value =$566.037
d) Present Value =$533.99
Explanation:
FV = PV × (1+r)^n
FV -future Value , r- interest rate,n- number of years , PV-present Value
FV = 500 ×(1.06)^1 =
Future Value = $530
b
FV = 500 × 1.06^2 =
Future Value = $561.8
c) Present Value
PV = FV × (1+r)^(-n)
PV = 600 ×1.06^(-1)=566.037
Present Value =$566.037
d)
PV = FV × (1+r)^(-n)
FV -future Value , r- interest rate,n- number of years , PV-present Value
PV = 600 ×1.06^(-2) = 533.99
Present Value =$533.99
a) Future Value = $530
b) Future Value = $561.8
c) Present Value =$566.037
d) Present Value =$533.99