It is by interest. You can reduce the amount you pay, by paying more. You can either go ahead and pay it all off, or pay extra when it is time to make a payment.
Answer:
Floating cost adjustment is 3.25%
Explanation:
Flotation-adjusted cost of equity = (Expected dividend at the end of Year 1 / Net proceeds per share) + Growth rate.
Expected dividend at the end of Year 1 (D1) = $ 2.30 (given in question)
Net proceeds per share = (21.30 - 4 % of 21.30) = $ 20.448
Flotation-adjusted cost of equity = (2.30 / 20.448) + 0.04
= 0.1125 + 0.04
= 0.1525 i.e., 15.25 %.
Flotation cost adjustment = Flotation-adjusted cost of equity - Cost of equity without flotation adjustment.
= 15.25 % - 12 % (given in question)
= 3.25 %.
Conclusion:- Flotation cost adjustment = 3.25 %
Answer:
Is often gathered BEFORE primary data
Explanation:
:)
We can compute this using the Annual depreciation charge
Use the formula:
depreciationcharge= (Co-Cn)i/[(1+i)^n-1)]
where
Co= initial amount= $100,000
Cn- value after n years= $0
n= life of account= 6
i= interest rate=10%
Sunstituting all the values, we will get,
depreciation charge = $12960.74
The bank will have to pay Sara shouppe $12960.74 for the investment of $100000 with 10% interest.
P(t) = (0.83)t^(5/4)
<span>2096 - 2015 = 81 </span>
<span>81 ^ (5/4) = 243 </span>
<span>243 × 0.83 = 201.69 </span>
<span>Population in 2096 expected to be 202 million.</span>
