Answer:
6.218%
Explanation:
we can use the present value of an annuity due formula:
present value = annual payment x annuity due factor
- present value = 100
- annual payment = 7
- PV annuity due factor, %, 30 periods = ?
100 = 7 x annuity factor
annuity factor = 100 / 7 = 14.28571429 ≈ 14.286
using an annuity calculator, the interest rate for a PV annuity factor, 30 periods and equal to 14.286 is 6.218%
Decrease the supply of credit ...
Answer:
Explanation:
Attached is a workbook with a schedule of Projected annual cashflow for Snow Inc.. The annual cashflow entries are projected using a rate of 8%. For instance, in the first year, our cashflows are not subject to any projection. But in the second year, the annual revenue of $1400000 is projected using the required rate of return.
Revenue (second year) = 1400000[1+0.08]^1
= 1400000 × 1.08
Revenue = $1,512,000
This technique was used to project the value for all cashflow elements for the rest of the years in consideration.
Answer:
Jenny Holzer
Explanation:
Jenny Holzer is one of the famous neo-conceptual artist in America, who specialized in the delivering of ideas as well as words arround public places.
Jenny Holzer produces works that are installed in public places and use words that resemble advertising slogans.
Answer: $3,719,548.95
Explanation:
As the amount will be an equal amount each year, it is an annuity. The lump sum to be paid in 6 years growing at 5% would be the present value of this annuity.
The payment will be;
FV = Payment * Future value interest factor of annuity, 6 years, 5%
25,300,000 = Payment * 6.8019
Payment = 25,300,000/6.8019
Payment = $3,719,548.95
