Answer:
The amount to be deposited today = $13,590.33
Explanation:
<em>The amount to be paid for the annuity would the sum equal to the present value of the cash flow from the annuity.</em> The present value of an ordinary annuity is determined using the relationship below:
PV of annuity = A× ( (1-(1+r)^(-n) )/r
A- Annual cash flow
r- interest rate per annul
n- Number of years
PV- Present Value of annuity'
DATA
A-1000
r- 4%
n- 20
PV = 1,000 ×( (1 - 1.04^(-20))/0.04 =$13,590.33
The amount to be deposited today = $13,590.33
One of the difficulties associated with value-based pricing is that the producer may end up running at loss because the price does cover the cost incurred during production.
The value-based pricing entails fixing of prices based on customer's perceived value of the product.
The companies who practiced the value-based pricing do so to make sure the product price and expectation of the customers match.
However, one of the difficulties associated with value-based pricing is that the producer may end up running at loss because the price does cover the cost incurred during production.
Learn more about this here
<em>brainly.com/question/20699420</em>
Answer:
a. 10.3%
Explanation:
P∝F of Binomial distribution is given as Pr.(x=x) = nCxP^x(1-p)^(n-x)
P = 0.24, n= 55, x =15 Note: C = Combination
Pr.(x = 15) = 55"C"15(0.24)^15(0.76)(55-15)
Pr.(x = 15) = 55"C"15(0.24)^15(0.76)^40
Pr.(x = 15) = 0.1026
Pr.(x = 15) = 10.26%
Pr.(x = 15) = 10.3%
I'm guessing its a combination of two goods that can be produced using limited resources in order for a economy to be efficient they must be able to decide on the products and services they can produce with their limited resources.
The answer is "no one is completely self-sufficient".
Being self sufficient means that one is able to supply one's own or its own needs without external assistance which in an individual case is impossible, everyone needs to rely for some service or something on others, and other people rely on someone too for a specific service this is how a society works.
